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" alt="" /&gt;&lt;/p&gt;&lt;p&gt;&lt;strong&gt;VIVAnews - &lt;/strong&gt;Penjara di Inggris menerima 100 penghuni  baru setiap harinya sejak kerusuhan London meletus awal bulan ini. Jika  terus bertambah, bukan tidak mungkin penjara-penjara di Inggris tidak  mampu memuat semua tervonis.&lt;br /&gt;&lt;br /&gt;Dilansir dari laman &lt;em&gt;BBC &lt;/em&gt;pada  Jumat 19 Agustus 2011, jumlah penghuni penjara di Inggris dan Wales  kini mencapai 86.608 orang. Jumlah ini sudah meningkat sebanyak 677  orang selama enam hari, hingga hari Kamis.&lt;br /&gt;&lt;br /&gt;Biasanya, jumlah  penghuni penjara menyusut atau stabil pada bulan Agustus. Namun, tahun  ini jumlahnya mengalami peningkatan tajam karena banyaknya para perusuh  dan penjarah yang tertangkap pada kerusuhan di London dan beberapa kota  lainnya. Dilaporkan, lebih dari 1.200 orang ditangkap oleh kepolisian  Scotland Yard.&lt;br /&gt;&lt;br /&gt;Akibat membengkaknya jumlah narapidana, pemerintah  Inggris akan tetap membuka dua penjara, yaitu Brockhill di  Worcestershire dan Latchmere House di London baratdaya. Keduanya  rencananya akan ditutup pada September menyusul rencana efisiensi  anggaran pemerintah.&lt;br /&gt;&lt;br /&gt;Sebuah surat kabar Inggris mempublikasikan  sebuah analisis yang menunjukkan bahwa para tahanan dijatuhi hukuman  yang lebih lama 25 persen dari biasanya. Selain itu, sebanyak 56 dari 80  pelaku, atau sebanyak 70 persen, telah dipenjara, dan angka ini telah  meningkat sebanyak dua persen.&lt;br /&gt;&lt;br /&gt;Namun, anggota parlemen dan para  aktivis berpendapat bahwa hukuman yang dijatuhkan seringkali terlalu  berat. Ada pula yang berpendapat bahwa hukuman penjara untuk para pelaku  rusuh patut dipertanyakan.&lt;br /&gt;&lt;br /&gt;Pada Selasa lalu, dua pria yang  dituduh memicu kerusuhan lewat Facebook mengajukan banding atas putusan  penjara empat tahun yang dijatuhkan pada mereka di Pengadilan Chester  Crown. Wakil Ketua Asosiasi Pidana Kurungan Max Hill mengatakan  keputusan hakim sudah benar.&lt;br /&gt;&lt;br /&gt;Dia mengatakan bahwa tugas hakim  bukanlah menyampaikan agenda politik pemerintah saat menjatuhkan vonis,  namun mengenali hal-hal serius yang menaikkan angka kejahatan. "Dalam  kasus Chester Crown, hal itulah yang benar-benar telah dilakukan hakim,"  ujar Max.&lt;/p&gt;• VIVAnews&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7459994452465794776-761659723526657509?l=bisnis-harian.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://bisnis-harian.blogspot.com/2011/09/perusuh-diadili-penjara-inggris-penuh.html</link><author>noreply@blogger.com (Belajar Bisnis)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7459994452465794776.post-2197834571692889851</guid><pubDate>Wed, 07 Sep 2011 05:32:00 +0000</pubDate><atom:updated>2011-09-06T22:37:20.052-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">artikel terbaik</category><title>Dunia Tampilkan Kartun Yesus, Iklan Ponsel Dicabut</title><description>&lt;p&gt;&lt;strong&gt;VIVAnews - &lt;/strong&gt;Sebuah iklan ponsel yang menampilkan  gambar karikatur Yesus dilarang beredar di Inggris. Badan Standar  Periklanan Inggris (ASA) menganggap iklan tersebut melecehkan keyakinan  umat Kristen.&lt;br /&gt;&lt;br /&gt;Dilansir dari laman &lt;em&gt;BBC, &lt;/em&gt;Rabu 7 September  2011, iklan perusahaan ponsel Phones 4U ini menampilkan gambar Yesus  tersenyum sambil berkedip dan mengacungkan jempol, sementara tangan  kanannya menunjuk ke arah depan. Di bawah gambar dipajang tulisan  "Keajaiban Terdapat dalam Ponsel Samsung Galaxy Android."&lt;br /&gt;&lt;br /&gt;Iklan  ini mengundang 98 pengaduan masyarakat yang merasa tersinggung. Pihak  Phones 4U mengatakan iklan itu tidak bermaksud melecehkan umat Kristen.  Mereka menjelaskan penggambaran Yesus seperti itu untuk menunjukkan  citra Kristen yang ceria, positif, dan kontemporer.&lt;br /&gt;&lt;img 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" alt="" /&gt;&lt;br /&gt;Iklan itu  dimuat pada 21 April tahun ini, tepat seminggu sebelum Paskah. ASA  mencatat bahwa aduan yang masuk mengeluhkan penggunaan Yesus dan Hati  Kudus yang dikartunkan untuk promosi ponsel, ditambah fakta bahwa iklan  tersebut dimuat pada hari Kamis Putih.&lt;br /&gt;&lt;br /&gt;Segera setelah menerima  keluhan tersebut, pihak Phones 4U meminta maaf dan menarik iklan  tersebut. Mereka juga mengirim permintaan maaf secara pribadi pada  setiap pihak yang mengirimkan keluhan.&lt;br /&gt;&lt;br /&gt;Dalam permintaan maafnya,  Phones 4U menyatakan memahami dan menyesalkan bahwa iklan itu berkembang  menjadi semacam ejekan. Pihak ASA menerima permintaan maaf tersebut dan  menyayangkan adanya kesan-kesan pelecehan agama dalam sebuah iklan.&lt;/p&gt;• VIVAnews&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7459994452465794776-2197834571692889851?l=bisnis-harian.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://bisnis-harian.blogspot.com/2011/09/dunia-tampilkan-kartun-yesus-iklan.html</link><author>noreply@blogger.com (Belajar Bisnis)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7459994452465794776.post-6938103179604868500</guid><pubDate>Thu, 18 Aug 2011 05:08:00 +0000</pubDate><atom:updated>2011-08-17T22:13:03.643-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">emas</category><title>Tren kenaikan emas sebagai investasi yang masih menjanjikan</title><description>&lt;p align="justify"&gt; Harga emas pernah melonjak di atas US $ 1.000 per troy ounce tahun lalu.  Meski awal tahun ini harga masih cenderung stagnan, investasi logam  mulia ini dinilai masih sangat menjanjikan. Tren kenaikan harga emas per  tahun minimum 20% menjadi acuan pilihan investasi terbaik di saat  fluktuasi dollar tak stabil. &lt;/p&gt; &lt;div style="text-align: center"&gt; &lt;img src="http://m-goldenlink.org/images/stories/gold_charts.gif" alt=" " height="155" width="250" /&gt; &lt;/div&gt; Selama tiga tahun terakhir, harga emas cenderung naik. Pada tahun 2007  harga emas Rp. 184 ribu per gram, kemudian tahun 2008 naik menjadi Rp.  269 ribu per gram, sedangkan januari 2009 kemarin sebesar Rp. 311 ribu  per gram.   &lt;p&gt; Berdasarkan data PT. ANTAM tbk, kenaikan harga emas pada tahun 2000 hingga januari 2009 meningkat Rp. 244 ribu per gram atau sebesar 364,17%. Dengan nilai hasil keuntungan yang sangat fantastis inilah menjadikan investasi emas menjadi pilihan paling aman di tengah kondisi perekonomian dunia yang naik turun. &lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7459994452465794776-6938103179604868500?l=bisnis-harian.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://bisnis-harian.blogspot.com/2011/08/tren-kenaikan-emas-sebagai-investasi.html</link><author>noreply@blogger.com (Belajar Bisnis)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7459994452465794776.post-2124689960819732302</guid><pubDate>Thu, 18 Aug 2011 05:06:00 +0000</pubDate><atom:updated>2011-08-17T22:07:21.507-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">emas</category><title>emas untuk melindungi aset</title><description>Masihkah teringat saat kita kecil dulu yang pernah  tinggal di desa. Di saat perbankan belum merambah sampai ke pelosok  desa, kita sering mendengar dan mengetahui bahwa kakek-nenek atau orang  tua memiliki simpanan emas baik dalam bentuk perhiasan maupun emas  batangan.  &lt;div align="justify"&gt;   &lt;/div&gt; &lt;div align="justify"&gt; Simpanan tersebut seringkali mereka jual untuk membiayai sekolah anak  cucu mereka hingga perguruan tinggi. Pernahkah kita berpikir, untuk apa  mereka menyimpan aset/harta dalam bentuk emas dan mengapa mereka membeli  emas untuk mencari keuntungan? &lt;/div&gt; &lt;div align="justify"&gt;   &lt;/div&gt; &lt;div align="justify"&gt; Mungkin sebagian masyarakat juga belum berpikir mengapa harga emas senantiasa selalu naik yang diikuti dengan peningkatan harga barang-barang lainnya (inflation effect). Tidak pernahkah terpikirkan oleh kita mengapa harga emas seolah-olah mengikuti nilai uang (value of money)? Mengapa pula emas tidak mengalami depresiasi (berkurang nilainya karena umur dan fungsinya) seperti asset kekayaan lainnya, dan tidak berkurang nilainya karena waktu? Sadar atau tidak,  yang  pasti  orang tua kita telah melakukan proteksi atas nilai kekayaannya yang mereka miliki sebagai bentuk antisipasi dalam kebutuhan masa datang. 
&lt;br /&gt;&lt;/div&gt;   &lt;div align="justify"&gt; Mereka telah melakukan tindakan lindung nilai (hedging) secara sederhana. Emas sebagai sarana lindung nilai ternyata tidak hanya dilakukan oleh orang tua kita, saat inipun emas masih menjadi salah satu bagian dari portofolio aset dari para pengelola dana global (hedge fund). Komoditas emas dianggap sebagai aset yang terbebas dari risiko inflasi, sehingga bila terdapat indikasi akan adanya kenaikan laju inflasi  atau kondisi perekonomian tidak menunjukkan pertumbuhan, maka para pengelola dana global itu akan melakukan pemindahan portofolio mereka dengan memborong emas sebagaimana mereka lakukan saat ini dimana perekonomian global sedang lesu setelah dipicu kredit macet perumahan tingkat bawah di negeri paman sam dan kenaikan harga minyak dunia. &lt;/div&gt; &lt;div align="justify"&gt;   &lt;/div&gt; &lt;div align="justify"&gt; Sebenarnya sebagai sarana lindung nilai secara konvensional selain emas,  juga seringkali mereka terapkan pada beberapa aset lain yang mereka  miliki. Pilihan tersebut sangat tergantung dengan karakter pemilik dana,  karena setiap pilihan akan mengubah risiko yang dihadapi. Seperti  halnya tanah, yang juga mengalami penyesuaian terhadap kenaikan harga  barang (inflasi). Namun, aset ini memiliki risiko yang berbeda dengan  emas. Emas pasti lebih mudah dalam menjualnya, sementara tanah tidaklah  demikian. Dalam pengertian lain emas itu lebih likuid dari pada tanah.  Kenaikkan harga tanah relatif lebih lambat dari pada emas. Penjualan dan  kenaikan harga juga tergantung lokasi dan kebijakan tata ruang yang  ditentukan pemerintah (RUTR). Ini tentunya menjadi suatu risiko yang  berbeda dengan emas. Emas lebih berisiko dalam hal soal keamanan karena  lebih mudah hilang karena dicuri, dan ini menjadi risiko tersendiri bagi  penyimpan emas itu. Persepsi yang berbeda terhadap risiko juga akan  membuat keputusan yang berbeda pula dalam pilihan berinvestasi. Namun,  lindung nilai atas emas hanya sebagai upaya untuk meminimalisasi  kerugian atas risiko perubahan harga atau inflasi. Sementara itu,  terhadap resiko lainnya mungkin saja masih ada ketika pemilik dana  membeli emas. Namun demikian terdapat kemungkinan pemilik dana akan  terbebas atas risiko penurunan nilai akibat kenaikan harga secara umum  akibat adanya inflasi. &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7459994452465794776-2124689960819732302?l=bisnis-harian.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://bisnis-harian.blogspot.com/2011/08/emas-untuk-melindungi-aset.html</link><author>noreply@blogger.com (Belajar Bisnis)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7459994452465794776.post-3933532162847140095</guid><pubDate>Thu, 18 Aug 2011 04:57:00 +0000</pubDate><atom:updated>2011-08-17T22:06:30.673-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">emas</category><title>sejarah emas</title><description>Sejak dulu kita sering kali membaca artikel tulisan  baik itu di internet ataupun di majalah tentang emas yang telah di  pakai sejak berabad-abad lama nya, bahkan mungkin sejak beberapa  millennium yang lalu. Berikut ini sejarah emas yang di mulai pada tahun  4000 Sebelum Masehi.
&lt;br /&gt;
&lt;br /&gt;4000 Sebelum Masehi
&lt;br /&gt;Sebuah kebudayaan yg berpusat di sebuah daerah yg saat ini di sebut  dengan Eropa Timur mulai menggunakan emas sebagai objek aksesoris &amp;amp;  fashion. Kemungkinan besar emas tersebut di tambang di Transylvanian  Alps atau bisa juga berasal dari tambang di daerah pegunungan Pangaion.  &lt;div align="justify"&gt;   &lt;/div&gt; &lt;div align="justify"&gt; 3000 Sebelum Masehi
&lt;br /&gt;Sebuah peradaban di irak selatan menggunakan emas untuk menciptakan perhiasan yg sangat mengagumkan dan model desain perhiasan dari peradaban itu masih banyak di pakai sampai saat ini. 
&lt;br /&gt;
&lt;br /&gt;2500 Sebelum Masehi
&lt;br /&gt;Raja Tomb of Djer di kubur bersama perhiasannya. Dia adalah raja pertama dari dinasti mesir di Abydos, Mesir.
&lt;br /&gt;&lt;/div&gt; &lt;p style="text-align: justify" class="MsoNormal" align="justify"&gt; &lt;span style="font-size: 10pt; font-family: Tahoma"&gt;&lt;/span&gt; &lt;/p&gt;   &lt;div align="justify"&gt; 1500 Sebelum Masehi
&lt;br /&gt;Daerah Nubia yang sangat kaya akan deposit kandungan emas membuat mesir  menjadi negara yang sangat kaya setelah emas di kenal sebagai alat tukar  untuk perdagangan internasional. Dimana standart unit di timur tengah  pada waktu itu menggunakan koin emas shekel dengan berat 11.3 Gram.   Shekel terbuat dari campuran alami logam 2/3 emas dan 1/3 silver yang  biasa di sebut electrum.
&lt;br /&gt;
&lt;br /&gt;1350 Sebelum Masehi
&lt;br /&gt;Babilonia mulia menggunakan api sebagai teknik untuk menguji kemurnian emas.
&lt;br /&gt;
&lt;br /&gt;1200 Sebelum Masehi
&lt;br /&gt;Orang Mesir yang menguasai seni pembuatan emas memasukkan emas ke dalam  daun untuk memperpanjang umur pakai nya, mereka juga mencammpur emas  dengan logam lain untuk meningkatkan kekerasan dan variasi warna emas  yang di hasilkan (dengan campuran tertentu emas bisa berubah menjadi  warna hijau, merah, ungu dll). Pada era ini mereka juga mulai  menggunakan teknik lost wax dimana saat ini teknik lost wax ini masih  menjadi jantung dari industri  perhiasan. Kulit domba yang tidak dicukur  mulai dipergunakan untuk memisahkan emas dari pasir sungai di timur  laut, Laut Hitam. Setelah pasir dituang ke dalam kulit domba mereka lalu  mengeringkan nya untuk mengeluarkan partikel emas. Teknik seperti ini  menjadi inspirasi “Golden Fleece”
&lt;br /&gt;
&lt;br /&gt;1091 Sebelum Masehi
&lt;br /&gt;Emas berbentuk kotak yang berukuran kecil mulai di gunakan di cina sebagai alat tukar yg sah (uang).
&lt;br /&gt;
&lt;br /&gt;560 Sebelum Masehi
&lt;br /&gt;Koin pertama yg dibuat dari emas murni di tambang di Lydia sebuah kerajaan di Asia Minor.
&lt;br /&gt;
&lt;br /&gt;344 Sebelum Masehi
&lt;br /&gt;Raja Alexander melewati Hellespont bersama 40.000 prajurit dimana pada  era ini dimulai nya kampanye yang sangat besar dalam sejarah militer dan  jumlah emas terbesar yang pernah di bawa dari kekaisaran Persia.
&lt;br /&gt;
&lt;br /&gt;300 Sebelum Masehi
&lt;br /&gt;Orang yunani dan yahudi di Alexandria kuno mulai mempraktekan teknik  kimia untuk memisahkan emas dari logam lainnya. Pencarian mencapai  puncak dari akhir abad kegelapan melalui Renaissance.
&lt;br /&gt;
&lt;br /&gt;218 Sebelum Masehi –
&lt;br /&gt;
&lt;br /&gt;202 Sebelum Masehi
&lt;br /&gt;Selama era Punic War dengan Carthage romawi mendapatkan banyak sekali akses ke pertambangan emas di spanyol.
&lt;br /&gt;
&lt;br /&gt;58 Sebelum Masehi
&lt;br /&gt;Setelah kemenangan kampanye di Gaul, Julius Caesar pulang dengan membawa  emas yang jumlah nya sangat besar, sehingga dia bisa memberikan koin  emas sebanyak 200 buah ke tiap prajurit nya dan membayar semua  utang-utang Romawi.
&lt;br /&gt;
&lt;br /&gt;50 Sebelum Masehi
&lt;br /&gt;Romawi mulai mengeluarkan koin emas yang di namai Aures
&lt;br /&gt;
&lt;br /&gt;476 Masehi
&lt;br /&gt;Goth yang memecat Kaisar Augustus Romulas, menandai jatuhnya Kekaisaran Romawi.
&lt;br /&gt;
&lt;br /&gt;600 Masehi –
&lt;br /&gt;
&lt;br /&gt;699 Masehi
&lt;br /&gt;Kekaisaran Byzantine melanjutkan proyek penambangan di eropa tengah dan  perancis, dimana area ini merupakan area penambangan emas yang tidak  pernah di explorasi selama era kekaisaran romawi berkuasa. 
&lt;br /&gt;
&lt;br /&gt;742 Masehi –
&lt;br /&gt;
&lt;br /&gt;814 Masehi
&lt;br /&gt;Charlemagne menyerbu Avars dan merampas emas mereka dalam jumlah besar, yang membuatnya menjadi sangat berkuasa di eropa barat.
&lt;br /&gt;
&lt;br /&gt;1066 Masehi
&lt;br /&gt;Setelah terjadi nya penaklukan oleh Norman, standart mata uang logam  akhirnya kembali di-berlakukan di Inggris dengan diperkenalkannya sistem  pounds, shillings, dan pence. Yang secara harfiah adalah Pounds berarti  setengah kilo sterling silver.
&lt;br /&gt;
&lt;br /&gt;1250 Masehi –
&lt;br /&gt;
&lt;br /&gt;1299 Masehi
&lt;br /&gt;Marco Polo menulis jurnal dari perjalanan nya ke timur jauh (saat ini di  sebut asia) dengan judul “gold wealth was almost unlimited.”
&lt;br /&gt;
&lt;br /&gt;1284 Masehi
&lt;br /&gt;Venice memperkenalkan Gold Ducat yang akhir nya menjadi koin yang sangat  terkenal di dunia dan terus menjadi sangat terkenal sampai lima abad  setelah peluncuran nya.
&lt;br /&gt;
&lt;br /&gt;1284 Masehi
&lt;br /&gt;Great Britain mengeluarkan Koin emas utama untuk pertama kali, koin emas  ini di beri nama Florin, yang selanjut nya di ikuti oleh dikeluarkan  nya koin bernama Noble, Angel, Crown dan Guinea.
&lt;br /&gt;
&lt;br /&gt;1377 Masehi
&lt;br /&gt;Great Britain merubah system keuangan mereka berdasarkan emas &amp;amp; perak.
&lt;br /&gt;
&lt;br /&gt;1511 Masehi
&lt;br /&gt;Raja Ferdinand dari spanyol mengatakan ke para penjelajah “jika bisa  dapatkan emas, tapi banyak bahaya untuk mendapatkan emas” yang akhir nya  ekspedisi besar-besaran ke tanah yang baru di temukan di western  hemisphere
&lt;br /&gt;
&lt;br /&gt;1556 Masehi
&lt;br /&gt;Georgius Agricola menerbitkan buku yg berjudul De Re Metallica yang isi  nya menjelaskan proses pengujian emas menggunakan api yg biasa di  gunakan di abad pertengahan. &lt;/div&gt; &lt;div align="justify"&gt;   &lt;/div&gt; &lt;div align="justify"&gt; 1700 Masehi
&lt;br /&gt;Dengan diketemukan nya cadangan deposit emas di brazil menjadikan brazil  penghasil emas terbesar di dunia pada tahun 1720 dengan kapasitas  produksi hampir mendekati 2/3 dari total kapasitas produksi seluruh  dunia. Isaac Newton yang berperan sebagai kepala tambang menetapkan  harga dalam satuan mata uang Great Britain sebesar 84 shillings 11,5  Pence per Troy ounce. The Royal Commission (Komisi Kerajaan) yang  terdiri dari Isaac Newton, John Locke, and Lord Somers memutuskan untuk  menarik seluruh mata uang lama dan menerbitkan mata uang baru dari  emas/perak dengan rasio 16:1. Dengan begitu harga emas pertama kali di  didirikan pertama kali di Inggris 200 tahun yang lalu.
&lt;br /&gt;
&lt;br /&gt;1744 Masehi
&lt;br /&gt;Kebangkitan pertambangan emas di Rusia dimulai pada saat ditemukan nya singkapan pasir kuarsa di Ekaterinburg pada tahun 1787.
&lt;br /&gt;Koin Emas Amerika pertama kali di temukan oleh Ephraim Brasher yang berprofesi sebagai tukang emas.
&lt;br /&gt;
&lt;br /&gt;1792 Masehi
&lt;br /&gt;Undang-undang mata uang logam Amerika Serikat menetapkan standart  bimetallic emas perak, dimana telah ditetapkan dolar AS setara dengan  24,75 grain emas murni dan 371,25 grain perak murni (1 grain = 0.0648  grams).
&lt;br /&gt;
&lt;br /&gt;1799 Masehi
&lt;br /&gt;Gold Nugget seberat 17 Pon di temukan di Cabarus county, North Carolina  yang mana penemuan ini merupakan penemuan emas yang pertama kali  terdokumentasikan.
&lt;br /&gt;
&lt;br /&gt;1803 Masehi
&lt;br /&gt;Penemuan emas di Little Meadow Creek, North Carolina yang memicu terjadi nya Gold Rush di Amerika untuk yang pertama kali nya.
&lt;br /&gt;
&lt;br /&gt;1804 Masehi –
&lt;br /&gt;
&lt;br /&gt;1828 Masehi
&lt;br /&gt;North Carolina memasok seluruh kebutuhan koin emas US Mint untuk skala domestik dengan peruntukan sebagai mata uang.
&lt;br /&gt;
&lt;br /&gt;1816 Masehi
&lt;br /&gt;Inggris secara resmi mengikat pound sterling terhadap emas dengan  kuantitas berat tertentu dimana mata uang inggris dapat di gunakan  sebagai nilai tukar nya.
&lt;br /&gt;
&lt;br /&gt;1817 Masehi
&lt;br /&gt;Inggris mulai memperkenalkan Sovereign yaitu sebuah koin emas berukuran kecil yang memiliki nilai setara 1 pound sterling.
&lt;br /&gt;
&lt;br /&gt;1830 Masehi
&lt;br /&gt;Heinrich G. Kuhn mengumumkan penemuan nya atas sebuah  formula Fired on Glanz Gold.
&lt;br /&gt;
&lt;br /&gt;1837 Masehi
&lt;br /&gt;Berat emas dalam satuan US dolar di kurangi 23,22 grain sehingga nilai  emas murni seberat 1 troy ounce emas akan setara dengan $ 20.67. &lt;/div&gt; &lt;div align="justify"&gt;
&lt;br /&gt;1848 Masehi
&lt;br /&gt;John Marshall menemukan serpihan emas (gold flake) ketika sedang  membangun sawmill milik John Sutter di dekat Sacramento, California.  Penemuan John Marshall ini menyebabkan terjadinya  Gold Rush di  California.
&lt;br /&gt;
&lt;br /&gt;1850 Masehi
&lt;br /&gt;Edward Hammong Hargraves kembali ke Australia setelah perjalanan ke  California, dia memprediksi akan dapat menemukan emas di negara nya  dalam kurun waktu 1 minggu setelah kedatangan nya. Dia menemukan emas di  New South Wales seminggu setelah dia sampai di Australia.
&lt;br /&gt;
&lt;br /&gt;1859 Masehi
&lt;br /&gt;Comstock Lode yg merupakan deposit perak pertama di amerika di temukan  di daerah yg saat ini bernama Virginia City,Nevada yang di dalam nya  juga terkandung deposit emas.
&lt;br /&gt;
&lt;br /&gt;1862 Masehi
&lt;br /&gt;Latin Monetary Union ketetapan yang mengatur kadar, berat, ukuran dan  nominal dari koin perak &amp;amp; koin emas negara Perancis, Italia, Belgia,  Swiss, dan Yunani (pada tahun 1868) dan mewajibkan semua negara itu  menerima koin emas &amp;amp; koin perak dari masing-masing negara tersebut  sebagai alat pembayaran yang sah. 
&lt;br /&gt;
&lt;br /&gt;1868 Masehi
&lt;br /&gt;George Harrison menemukan emas ketika menggali batu untuk membangun  rumah, dimana emas tersebut ditemukan di Afrika Selatan, sejak saat itu  sumber emas tersebut mendekati 40% dari total emas yg pernah ditambang  di Afrika Selatan.
&lt;br /&gt;
&lt;br /&gt;1873 Masehi
&lt;br /&gt;Sebagai hasil dari perubahan undang-undang pertambangan dan koin, perak  telah dihapuskan dari standart nilainya dan Amerika secara tidak resmi  kembali ke standart emas.
&lt;br /&gt;
&lt;br /&gt;1887 Masehi
&lt;br /&gt;Hak Paten Inggris dikeluarkan kepada John Steward MacArthur untuk  penemuannya dalam proses recovery/pemurnian emas dengan menggunakan  proses sianida. Proses sianida ini dapat menghasilkan emas sampai dua  kali lipat dari total produksi dunia sampai 20 tahun yang akan datang.
&lt;br /&gt;&lt;/div&gt; &lt;div align="justify"&gt;
&lt;br /&gt;1896 MASEHI
&lt;br /&gt;William Jennings Bryan berpidato di konvensi nasional partai demokrat   yang berjudul “cross of gold” dimana pidato nya ini berisi desakan agar  kembali ke system bimetallism. Pidato ini menjadi kan Willian Jennings  Bryan sebagai salah satu kandidat presiden dari partai democrat, tapi  dia dikalahan pada saat Pemilu oleh William McKinley. (Dalam ilmu  ekonomi Bimmetallism memiliki arti Standart keuangan yang mana nilai  dari mata uang dalam system moneter sebuah negara di definiskan setara /  senilai dengan sejumlah tertentu berat emas atau bisa juga setara /  senilai dengan sejumlah tertentu berat perak.)
&lt;br /&gt;
&lt;br /&gt;1898 MASEHI
&lt;br /&gt;Dua orang pemancing ikan menemukan emas saat memancing di Klondike, Alaska yang menimbulkan gold rush di akhir abad ke 19.
&lt;br /&gt;
&lt;br /&gt;1900 MASEHI
&lt;br /&gt;Undang-undang Standart emas di Amerika Serikat menempatkan sistem  ekonomi Amerika pada Standart emas, dengan komitmen bahwa Amerika akan  mempertahankan nilai tukar mata uangnya terhadap negara lain berdasarkan  Standart Emas. 
&lt;br /&gt;
&lt;br /&gt;1903 MASEHI
&lt;br /&gt;Sebuah perusahaan bernama Engelhard memperkenal kan sistem untuk  mencetak emas di atas permukaan sebuah objek. Ini pertama kali nya emas  di gunakan sebagai dekorasi dengan menggunakan system ini dan Teknologi  untuk Microcircuit Printing.
&lt;br /&gt;
&lt;br /&gt;1913 MASEHI
&lt;br /&gt;Undang-Undang bank sentral Amerika menetapkan bahwa USD akan di dukung dengan emas sebanyak 40%.
&lt;br /&gt;
&lt;br /&gt;1914 MASEHI –
&lt;br /&gt;
&lt;br /&gt;1919 MASEHI
&lt;br /&gt;Standart emas di hentikan sementara oleh beberapa negara termasuk Amerika, Inggris selama perang dunia 1.
&lt;br /&gt;
&lt;br /&gt;1927 MASEHI
&lt;br /&gt;Penelitian bidang kedokteran dalam skala besar yang dilakukan di  Perancis membuktikan emas memiliki nilai yang sangat berharga dalam  pemakaian nya untuk pengobatan / perawatan penyakit rheumatoid arthritis  &lt;em&gt;&lt;strong&gt;(Rheumatoid Arthritis (RA) merupakan penyakit autoimun  [penyakit yang terjadi pada saat tubuh diserang oleh sistem kekebalan  tubuhnya sendiri] yang mengakibatkan peradangan dalam waktu lama pada  sendi. Penyakit ini menyerang persendian, biasanya mengenai banyak  sendi, yang ditandai dengan radang pada membran sinovial dan  struktur-struktur sendi serta atrofi otot dan penipisan tulang. Pada  Gambar 1, ditunjukkan bahwa RA dapat mengakibatkan nyeri, kemerahan,  bengkok dan panas di sekitar sendi. Berdasarkan studi, RA lebih banyak  terjadi pada wanita dibandingkan pria dengan rasio kejadian 3 : 1.).&lt;/strong&gt;&lt;/em&gt;
&lt;br /&gt;
&lt;br /&gt;1931 MASEHI
&lt;br /&gt;Inggris meninggalkan system standart emas logam mulia.
&lt;br /&gt;
&lt;br /&gt;1933 MASEHI
&lt;br /&gt;Untuk mengurangi kepanikan sektor perbankan, Presiden Amerika Franklin  D. Roosevelt melarang warga negara Amerika memiliki koin emas, emas  batangan logam mulia, dan sertifikat emas. &lt;/div&gt; &lt;div align="justify"&gt;   &lt;/div&gt; &lt;div align="justify"&gt; 1934 MASEHI
&lt;br /&gt;Menindak lanjuti atas terjadi nya Great Depresion yang terjadi di  Amerika pada tahun 1934 dan atas permintaan presiden Roosevelt akhir nya  pada 30 Januari 1934 undang–undang Gold Reserve memberikan hak permanen  atas semua yang berhubungan dengan emas dan penghentian produksi koin  emas. Undang-undang ini juga menijinkan sertifikat emas di pegang oleh  Bank Sentral menempatkan standarisasi moneter di Amerika pada standart  logam mulia emas yg terbatas. Dimana penarikan emas dalam satuan dollar  hanya bisa dilakukan oleh Bank Sentral dan individu yang telah  mengantongi surat ijin untuk melakukan hal ini. Presiden Roosevelt  mengurangi nilai dollar dengan cara menaikkan nilai emas menjadi  $35/ounce.
&lt;br /&gt;
&lt;br /&gt;1935 MASEHI
&lt;br /&gt;Western Electric Alloy #1 (69% Emas, 25% Perak, 6% Platina) menemukan  pemakaian material tersebut untuk di gunakan sebagai switching contacts  peralatan telekomunikas milik AT&amp;amp;T.
&lt;br /&gt;Tahun 1937 telah dibuka tempat penyimpanan logam mulai emas batangan di Fort Knox, Kentucky. 
&lt;br /&gt;
&lt;br /&gt;1942 MASEHI
&lt;br /&gt;Presiden Franklin D. Roosevelt Perpres yang isi nya menutup semua  tambang emas yang berada di wiliyah hokum negara Amerika Serikat.
&lt;br /&gt;
&lt;br /&gt;1944 MASEHI
&lt;br /&gt;Tahun 1945 DPR amerika meratifikasi perjanjian Bretton Woods, mendirikan  standart tukar emas dan mendirikan dua lembaga internasional baru yaitu  International Monetary Fund (IMF) dan World Bank (Bank Dunia)
&lt;br /&gt;
&lt;br /&gt;1945 MASEHI
&lt;br /&gt;Federal Reserve Note  (FRN/Fiat Currency) yang di dukung oleh emas dikurangi sampai 25.5%
&lt;br /&gt;  &lt;/div&gt; &lt;div align="justify"&gt;   &lt;/div&gt; &lt;div align="justify"&gt;   &lt;/div&gt; &lt;div align="justify"&gt;   &lt;/div&gt; &lt;div align="justify"&gt;   &lt;/div&gt;  &lt;span style="font-size:78%;"&gt;&lt;em&gt;&lt;strong&gt;Sources:
&lt;br /&gt;J. Aron/Goldman Sachs &amp;amp; Company
&lt;br /&gt;Gold Fields Minerals Services
&lt;br /&gt;The Gold Information Center
&lt;br /&gt;The Gold Institute (former)
&lt;br /&gt;The Mentor
&lt;br /&gt;The Money Encyclopedia
&lt;br /&gt;United States Bureau of Mines
&lt;br /&gt;The Egyptians, Cyril Aldred, 1961.
&lt;br /&gt;Gold – An Illustrated History, Vincent Buranelli, 1979.
&lt;br /&gt;The Story of Civilization, Will Durant, 1954.
&lt;br /&gt;Life in Ancient Egypt, Adolf Erman, 1971.
&lt;br /&gt;The Gold Companion, Timothy Green, 1993.
&lt;br /&gt;World of Gold, Timothy Green, 1991.
&lt;br /&gt;Love of Gold, Emily Hahn, 1980.
&lt;br /&gt;Archaic &amp;amp; Classical Greek Coins, Colin N. Kraay, 1976.
&lt;br /&gt;Gold Fever, Kenneth J. Kutz, 1987.
&lt;br /&gt;Your Gold and Silver, Henry A. Merton, 1981.
&lt;br /&gt;Gold Institute (former) website, 2004&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7459994452465794776-3933532162847140095?l=bisnis-harian.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://bisnis-harian.blogspot.com/2011/08/sejarah-emas.html</link><author>noreply@blogger.com (Belajar Bisnis)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7459994452465794776.post-7977859502402423463</guid><pubDate>Thu, 18 Aug 2011 04:49:00 +0000</pubDate><atom:updated>2011-08-17T21:57:37.229-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">emas</category><title>Gold Standard</title><description>Dari sekian banyak istilah dalam dunia investasi emas mungkin istilah dari Gold Standard ini sering sekali kita dengar, baik itu dari artikel, literature, sejarah ataupun seumber yang lain nya. Bagi beberapa orang yang belum mengtahui apa itu Gold Standard mungkin sedikit penjabaran di bawah ini dapat memberikan sedikit angin penyegaran.
&lt;br /&gt;
&lt;br /&gt;Gold Standard adalah sebuah system moneter yang pernah di gunakan oleh beberapa negara pada era tahun 1700 s/d 1900 dimana pada system ini uang yg beredar dapat di konversikan ke dalam bentuk emas yang telah ditetapkan nilai nya (berat dan harga) begitupun sebalik nya.  &lt;div align="justify"&gt;   &lt;/div&gt; &lt;div align="justify"&gt; Begitu banyak sekali negara yang pernah menerapkan system Gold Standard ini ke dalam sejarah kebijaksanaan moneter yang pernah mereka buat. Mulai negara Jepang, Russia dan masih banyak negara-negara lain yang dalam perjalanan sejarah kebijaksanaan moneter negaranya pernah menggunakan system ini. &lt;/div&gt;   
&lt;br /&gt;Tahun mulai diadopsi nya Gold Standard di berbagai negara:
&lt;br /&gt;
&lt;br /&gt;    * 1717: United Kingdom at £1 to 113 grains (7.32 g) of fine gold.
&lt;br /&gt;    * 1818: Netherlands at 1 guilder to 0.60561 g gold.
&lt;br /&gt;    * 1834: United States de facto at 20.67 dollars to 1 troy oz (31.1 g) gold
&lt;br /&gt;    * 1854: Portugal at 1000 réis to 1.62585 g gold.
&lt;br /&gt;    * 1871: Germany at 2790 Goldmarks to 1 kg gold.
&lt;br /&gt;    * 1871: Japan at 1 yen to 1.5 g gold.
&lt;br /&gt;    * 1873: United States (Liat Coinage Act tahun 1873)
&lt;br /&gt;    * 1873: Latin Monetary Union (Belgium, Italy, Switzerland, France) at 31 francs to 9.0 g gold
&lt;br /&gt;    * 1875: Scandinavian monetary union: (Denmark, Norway and Sweden) at 2480 kroner to 1 kg gold.
&lt;br /&gt;    * 1876: France internally.
&lt;br /&gt;    * 1876: Spain at 31 pesetas to 9.0 g gold.
&lt;br /&gt;    * 1878: Finland at 31 marks to 9.0 g gold.
&lt;br /&gt;    * 1879: Austria (see Austrian florin and Austrian crown).
&lt;br /&gt;    * 1881: Argentina at 1 peso to 1.4516 g gold.
&lt;br /&gt;    * 1893: Russia at 31 roubles to 24.0 g gold.
&lt;br /&gt;    * 1897: Japan at 1 yen devalued to 0.75 g gold.
&lt;br /&gt;    * 1898: India (see Indian rupee).
&lt;br /&gt;    * 1900: United States de jure (liat Gold Standard Act).&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7459994452465794776-7977859502402423463?l=bisnis-harian.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://bisnis-harian.blogspot.com/2011/08/gold-standard.html</link><author>noreply@blogger.com (Belajar Bisnis)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7459994452465794776.post-2008978512898001696</guid><pubDate>Thu, 18 Aug 2011 04:47:00 +0000</pubDate><atom:updated>2011-08-17T21:49:50.270-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">emas</category><title>Kenapa harus emas ?</title><description>&lt;p align="justify"&gt; &lt;span style="font-family:Verdana;font-size:85%;"&gt;Ada banyak sekali alasan yg mendasari  kenapa harus berinvestasi di logam mulia terutama emas. Di bawah ini  kami akan sedikit memberikan ulasan dan data. Kenapa harus emas ?
&lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;Fakta Emas&lt;/strong&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;Penambangan Emas dan Permintaan Pasar:&lt;/strong&gt;
&lt;br /&gt;1. Produksi Tambang Emas Dunia Tahunan : +/- 2,400 Metric Tons (sekarang cenderung terus turun tingkat produksinya)
&lt;br /&gt;2. Permintaan Emas dunia tahunan : +/- 3,700 Tons
&lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;Produksi Emas dan nilai Cadangan :&lt;/strong&gt;
&lt;br /&gt;1. Jumlah Total emas yg pernah di produksi : 150,200 Metric Tons (perkiraan sampai tahun 2005)
&lt;br /&gt;2. Total cadangan emas yg tersisa (bukan dari penambangan baru) : 94,800 Metric Tons (perkiraan sampai tahun 2005)
&lt;br /&gt;3. Total volume total emas yg pernah di produksi : 412.09 Cubic Meters (4,435.7 Cubic Feet)
&lt;br /&gt;
&lt;br /&gt;&lt;strong&gt;Cadangan Emas untuk keperluan moneter:&lt;/strong&gt;
&lt;br /&gt;1. Cadangan Bank Dunia tahun 2001 : (*) 32,988 Tons ($567.8 Billion at 12/05 Prices)
&lt;br /&gt;2. Cadangan Emas USA tahun 2001 : (*) 8,149 Tons ($140.3 Billion at 12/05 Prices)
&lt;br /&gt;
&lt;br /&gt;*) diperkirakan 15.000 ton dari cadangan emas itu sekarang berbentuk  "Paper gold" yg dipinjamkan oleh Bullion Banks kepada Bank Sentral.
&lt;br /&gt;&lt;/span&gt;  &lt;/p&gt; &lt;p align="justify"&gt; &lt;span style="font-family:Verdana;font-size:85%;"&gt; &lt;/span&gt; &lt;/p&gt; &lt;p align="justify"&gt; &lt;span style="font-family:Verdana;font-size:85%;"&gt;&lt;strong&gt;Gold Fundamentals&lt;/strong&gt;&lt;/span&gt;  &lt;/p&gt; &lt;p align="justify"&gt; &lt;span style="font-family:Verdana;font-size:85%;"&gt;&lt;strong&gt;Penambangan Emas dan Cadangan Emas Dunia&lt;/strong&gt;
&lt;br /&gt;
&lt;br /&gt;Pada grafik di bawah ini terlihat sangat jelas sekali perbedaan antara  tingkat produksi tambang emas yang semakin kama semakin melonjak  kapastitas produksi nya, dibanding kan perkiraan cadangan emas dunia  (yang belum di tambang) yang semakin lama semakin menurun. &lt;/span&gt; &lt;/p&gt; &lt;p align="justify"&gt; &lt;span style="font-family:Verdana;font-size:85%;"&gt;Permintaan dunia akan emas saat ini  sebesar kurang lebih 3.600 ton, jika permintaan ini terus menerus  terjadi bisa di pastikan emas akan benar - benar menjadi barang yang  langka dalam kurun waktu 25 tahun yang akan datang. &lt;/span&gt; &lt;/p&gt; &lt;p align="justify"&gt; &lt;span style="font-family:Verdana;font-size:85%;"&gt;&lt;img src="http://m-goldenlink.org/images/stories/world_gold.png" alt="world gold" title="world gold" height="372" width="525" /&gt;&lt;/span&gt;  &lt;/p&gt; &lt;p align="justify"&gt; &lt;span style="font-family:Verdana;font-size:85%;"&gt;- 84 % cadangan emas dunia telah di tambang oleh manusia sejak tahun 1900
&lt;br /&gt;- 60 % dari total emas yg pernah di produksi di hasilkan sejak tahun  1950 dan semakin lama semakin meningkat jumlah produksinya seiring  berkembangnya teknologi. &lt;/span&gt; &lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7459994452465794776-2008978512898001696?l=bisnis-harian.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://bisnis-harian.blogspot.com/2011/08/kenapa-harus-emas.html</link><author>noreply@blogger.com (Belajar Bisnis)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7459994452465794776.post-1689584129307328179</guid><pubDate>Thu, 18 Aug 2011 04:43:00 +0000</pubDate><atom:updated>2011-08-17T21:47:03.537-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">emas</category><title>Cara Gadai Emas di BRI Syariah</title><description>&lt;div class="MsoNormal"&gt;Saat ini di berbagai Bank yang berbasis Syariah  mengeluarkan produk gadai emas,salah satunya adalah BRI Syariah.(karena  saya punya emas yang digadaikan di BRI Syariah)&lt;/div&gt;&lt;div class="MsoNormal"&gt;Bagaimana  kalau kita tidak emas untuk di gadaikan sedangkan kita tertarik untuk  investasi emas? Di sinilah kelebihan gadai emas di Bank BRI Syariah.  Sebelum kita pergi ke bank yang pertama harus kita siapkan adalah modal  hehehe. Kok pakai modal?? ya iyalah... usaha dimana mana harus ada modal  nya meski sedikit (biar gak malu-maluin).&lt;/div&gt;&lt;div class="MsoNormal"&gt;Ok  akan saya teruskan,di BRI Syariah kita bisa gadaikan emas kita secara  langsung dan mendapatkan dana segar dari hasil gadai,atau kita beli emas  lewat rekanan toko emas BRI Syariah,karena bank tidak memperjual  belikan emas hanya tempat untuk menggadaikan emas. Nah lo... tadi  katanya bisa beli emas di bank,(tenang jangan emosi dulu).&lt;/div&gt;&lt;div class="MsoNormal"&gt;Karena  BRI Syariah mempunyai produk gadai emas maka inti nya kita harus  menggadaikan emas disana. BRI Syariah mempermudah kita untuk membeli  emas kemudian menggadaikan lagi ke bank. Caranya gimana??&lt;/div&gt;&lt;div class="MsoNormal"&gt;BRI Syariah akan meminjamkan modal kepada kita untuk membeli emas di toko rekanan bank&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;Contoh: &lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Kita akan menggadaikan emas seberat 100 gr (kok banyak amat) ya namanya juga contoh.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Harga  emas untuk berat 100 gr seharga 41.000.000 rupiah (glek... dari mana  uang nya) tenang bos,BRI Syariah dengan baik hati akan meminjamkan kita  modal untuk membeli emas. Dari uang 41 juta rupiah itu BRI Syariah  memiliki standar taksir sendiri.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Misal kan  standar taksir saat itu 390.000 per gram nya maka kita mendapatkan nilai  taksir emas kita yang berat nya 100 gr itu sebesar 39.000.000 rupiah  dan dari nilai taksir tersebut kita akan memperoleh pinjaman sebesar 93%  dari 39.000.000 rupiah. Jadi kita akan mendapatkan pinjaman sebesar  36.270.000 rupiah. Lah... sisanya ikut siapa???? Dari pertama kan saya  sudah bilang harus bawa modal meskipun sedikit. Sisa nya ya harus kita  sendiri yang menanggung nya, sebesar 4.730.000 rupiah. Tapi tentunya  tidak berhenti disitu aja,bank akan mengenakan biaya penitipan sebesar  1500 rupiah per gram nya untuk 10 hari,jadi emas kita kalau 100 gr maka  biaya penitipan 150.000 dan akan kadaluarsa selama 120 hari.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Bagaimana  kita akan menebus nya? Kita akan menebus nya saat jatuh tempo yaitu  setelah 120 hari. Kan saya gak punya uang 39.000.000 bagaimana caranya?  Ya kita jual lagi emas nya,seandainya selama 120 hari harga emas naik  menjadi 450.000 per gram nya maka kita akan mendapatkan uang untuk  menebus sebesar 45.000.000 rupiah. Dari 45.0000.000 tersebut dikurangi  jumlah pinjaman sebesar 36.270.000 + biaya penitipan selama 120 hari  sebesar 1.800.000. Jadi kita masih punya sisa uang sebesar 6.930.000.  Modal awal kita sebesar 4.730.000,jadi kita masih ada untung sebesar  2.200.000.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Catatan: Ini hanya sebagai contoh  belaka,tetapi saya pribadi sudah melakukan nya dengan cara seperti  diatas. Kita berdoa saja semoga harga emas bisa meroket lebih tinggi  dari perkiraan awal.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7459994452465794776-1689584129307328179?l=bisnis-harian.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://bisnis-harian.blogspot.com/2011/08/cara-gadai-emas-di-bri-syariah.html</link><author>noreply@blogger.com (Belajar Bisnis)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7459994452465794776.post-2656600937964582588</guid><pubDate>Thu, 18 Aug 2011 04:40:00 +0000</pubDate><atom:updated>2011-08-17T21:41:14.413-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">emas</category><title>Emas memiliki resiko</title><description>&lt;p&gt;Meskipun tampak menggiurkan, metode Rulli ini bukan tanpa risiko.  Investor hanya bisa mengantongi untung kalau harga emas naik selama anda  menggadaikan emas. Kalau terpaksa menjual koleksi emas di lemari gadai  bank atau pegadaian ketika harganya turun, anda akan kehilangan potensi  keuntungan, padahal telah mengeluarkan biaya gadai.&lt;/p&gt; &lt;p&gt;Karena itu, Rulli mengingatkan anda harus tahan menggadaikan emas ini  dalam jangka panjang. “Ini memang bukan untuk spekulasi, “ tegas dia.&lt;/p&gt; &lt;p&gt;Data London Metal Exchange menunjukkan harga emas sepuluh tahun  terakhir memang cenderung meningkat. Hanya pada bulan tertentu harga  emas turun. Contohnya pada 16 Pebruari 2001 tercatat sebagai harga emas  terendah, yakni sebesar US$ 256,7 per ons troy. Harga ini lebih rendah  dari bulan-bulan sebelumnya.&lt;/p&gt; &lt;p&gt;Karena itu perencana keuangan Ligwina Poerwo Hananto mengatakan,  investor yang tertarik mengikuti metode Berkebun emas ini harus  benar-benar menimbang pengahasilan dan rasio likuiditas keuangan  rumahtangga terlebih dahulu. Sebab, investor tak bisa asal main tebus  emas di bank ketika sedang butuh dana tunai.&lt;/p&gt; &lt;p&gt;Agar bisa menambah bibit-bibit emas selanjutnya Ligwina menyarankan,  investor harus memiliki penghasilan yang sehat. “Pengembalian pinjaman  dan biaya menambah emas tidak boleh lebih dari 30% penghasilan,”  imbuhnya.&lt;/p&gt; &lt;p&gt;Begitu pun juga dengan rasio likuiditas. Menurut dia, sebelum menjadi  petani emas, investor harus mengamankan rasio likuiditas terlebih  dahulu. “Keluarga dengan dua orang anak minimal harus punya dana  cadangan 12 kali penghasilan,” kata CEO QM Financial ini.&lt;/p&gt; &lt;p&gt;Namun, Ligwina mengakui, investasi emas memang lebih likuid ketimbang  properti atau tanah. Selain itu, dia bilang investor tak perlu  menyediakan biaya tambahan seperti biaya perawatan rumah bagi yang  berinvestasi di properti.&lt;/p&gt; &lt;p&gt;Bank-bank syariah sendiri senang dengan adanya investasi berbasis  gadai emas ini. Mereka tidak merasa “dimanfaatkan” oleh investor. “Kami  malah menguntungkan dengan gadai emasini,” kata Kepala Group Mikro dan  Individual BRI Syariah Esti Kadarianti.&lt;/p&gt; &lt;p&gt;Bahkan BRI Syariah menetapkan gadai emas ini sebagai produk andalan.  Target pembiayaan hingga akhir tahun ini sebesar Rp. 30 miliar. Agar  bisa mencapai target tersebut, BRI Syariah akan menyediakan layanan jual  beli emas untuk mempermudah investor.&lt;/p&gt; &lt;p&gt;Tertarik Berkebun Emas? Sebelum mulai, anda tetap harus berhitung cermat.&lt;/p&gt; &lt;p&gt;&lt;em&gt;&lt;strong&gt;Tabloid Kontan Edisi 14-21 Desember 2009&lt;/strong&gt;&lt;/em&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7459994452465794776-2656600937964582588?l=bisnis-harian.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://bisnis-harian.blogspot.com/2011/08/emas-memiliki-resiko.html</link><author>noreply@blogger.com (Belajar Bisnis)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7459994452465794776.post-2134005614889498176</guid><pubDate>Thu, 18 Aug 2011 04:40:00 +0000</pubDate><atom:updated>2011-08-17T21:40:31.816-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">emas</category><title>Emas tahan inflasi</title><description>Melalui metode yang sederhana ini, menurut Rulli, dua pertiga modal  investasi bersala dari bank. Setelah dua tahun atau tiga tahun, dia  yakin nilai utang investor pada bank bakal menyusut seiring kenaikan  harga emas. “Emas itu zero inflation dan harganya tidak pernah turun,  tapi malah bisa naik 20% hingga 25% per tahun”, ujarnya. &lt;p&gt;Benarkah nilai emas tidak termakan oleh inflasi dan harganya terus  naik? Mari kita cari buktinya. Pada bulan November 1999, harga sebuah  sedan Honda Civic Ferio seri matik baru seharga Rp. 225 juta. Pada saat  yang sama harga rata-rata emas produksi Logam Mulia sekitar Rp. 82.500  per gram. Itu berarti 10 tahu lalu harga satu unit Honda Civic Ferio  setara dengan emas berbobot 2,72 kg.&lt;/p&gt; &lt;p&gt;Kini, denga patokan harga emas terbaru di Logam Mulia, emas seberat  2,72 kg itu setara dengan Rp. 1,05 miliar (1 gram = Rp. 386.500). Itu  berarti dengan emas yang sama, saat ini anda bisa membeli hampir tiga  New Honda Civic tipe 2,0 liter transmisi otomatis yang harganya Rp. 390  juta per unit.&lt;/p&gt; &lt;p&gt;Salah seorang investor yang telah mempraktekan metode Berkebun emas  ini adalah Andy Wahyu Rizaldy. Pria asal Samarinda, Kalimantan Timur ini  mengaku tertarik mengikuti langkah Rulli sejak bulan Maret lalu. “Modal  awal saya emas 50 gram, sekarang sudah menjadi sekitar 2 kilogram”,  ungkapnya bersemangat 45.&lt;/p&gt; &lt;p&gt;Semula Andy hanya menyimpan emasnya di bawah bantal. Namun setelah  mengetahui metode ini dia langsung tertarik. “Saya pikir ini cara untuk  mempercepat kepemilikan emas”, kata dia.&lt;/p&gt; &lt;p&gt;Dia pun menggadaikan harta berkilaunya itu di Bank Kaltim syariah.  Setelah menggadaikan emas pertama, dia mulai melakukan cara Rulli. Cuma  masalahnya andy tidak teratur membeli dan menggadaikanemas. Ini lantaran  terkendala keterbatasan emas batangan di tempat tinggalnya. “Tahun  depan saya berencana mengalokasikan dana hingga 20% dari pendapatan  saya, minimal untuk membeli 10 gram emas setiap bulan,” bebernya. Andy  mengaku belum pernah panen dari kebun emas itu.&lt;/p&gt; &lt;p&gt;Pengikut metode Rulli lain adalah Maria Susanti. Ibu rumahtangga ini  mulai bercocok tanam emas pada akhir 2008 lalu. Maria menyemai bibit  emasnya seberat 25 gram dan 50 gram di Bank Mega Syariah dan Bank Jabar  Banten Syariah. Ketika itu, harga satu gram emas masih Rp. 280.000.&lt;/p&gt; &lt;p&gt;Sebulan lalu dia sudah memetik panen kebun emas. Emas koleksinya  sudah bertambah hingga sebanyak 1 kg dengan harga Rp. 370.000. Dari  panen ini, Maria kemudian mengalokasikannya untuk membeli sehektare  tanah di Majalaya, Jawa barat dan properti lain. Hingga kini dia juga  masih aktif Berkebun emas.&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7459994452465794776-2134005614889498176?l=bisnis-harian.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://bisnis-harian.blogspot.com/2011/08/emas-tahan-inflasi.html</link><author>noreply@blogger.com (Belajar Bisnis)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7459994452465794776.post-2412338564254813796</guid><pubDate>Thu, 18 Aug 2011 04:37:00 +0000</pubDate><atom:updated>2011-08-17T21:39:15.731-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">emas</category><title>Keuntungan emas</title><description>&lt;p&gt;Rulli Kusnandar tersenyum lebar tahun ini. Investor emas asal  Bandung, Jawa barat ini bakal mendulang untung gede lantaran harga emas  meroket.&lt;/p&gt; &lt;p&gt;Ya, harga emas memang amat menyilaukan tahun ini. Hingga Kamis  (10/12) lalu, harga si kuning kemilau di Divisi Comex, Bursa NYMEX telah  menanjak 28,52% dari awal tahun. Awal Januari 2009 harga emas di bursa  ini US$ 887,3 per ons troy. Kini harga komoditas yang sama sudah  melambung ke US$ 1.140,40 per onstroy.&lt;/p&gt; &lt;p&gt;Cuma, Rulli bukan investor emas biasa. Ia memainkan jurus investasi  emas yang berbeda dibandingkan dengan investor emas pada umumnya. Jurus  ini menghasilkan keuntungan emas yang lebih berkilau ketimbang cara-cara  investasi tradisonal.&lt;/p&gt; &lt;p&gt;Mantan Manager teknologi informasi pada salah satu perusahaan ini menyebut jurusnya sebagai &lt;strong&gt;“Berkebun Emas”&lt;/strong&gt;.  Metode yang dia temukan pada 2007 lalu itu melibatkan perbankan syariah  dan Pegadaian. Cuma agar bisa memanen untung dari jurus ala Rulli ini,  calon investor harus siap berinvestasi jangka panjang, paling tidak  selama dua tahun sampai tiga tahun.&lt;/p&gt; &lt;p&gt;Rulli menyarankan, sebaiknya investor berinvestasi emas batangan  berkadar 24 karat dengan tingkat kemurnian 99,99%. Pasalnya, dia menilai  keabsahan kualitas dan kadar emas batangan sangat terjamin dengan  adanya sertifikat.&lt;/p&gt; &lt;p&gt;Sebenarnya metode Rulli cukup sederhana. Kalau mau meniru dia,  setelah membeli batang emas yang pertama anda harus menggadaikan emas  itu ke bank syariah atau pegadaian. Tentu anda harus memilih tempat  gadai yang memasang biaya gadai paling murah. Maklum setiap bank syariah  atau pegadaian memiliki ketentuan dan biaya yang berbeda atas layanan  gedai emas ini.&lt;/p&gt; &lt;p&gt;Menurut Rulli, tempat gadai yang seharusnya menjadi pilihan adalah  bank syariah yang memberikan nilai gadai paling tinggi tapi mengenakan  biaya sangat rendah. Nah hasil penelusuran Kontan, tempat gadai ideal  untuk berkebun emas ini adalah Bank Jabar Banten Syariah.&lt;/p&gt; &lt;p&gt;Setelah menggadaikan emas tadi, anda akan mendapatkan dana segar dari  bank. Dana tersebut harus anda pakai untuk membeli emas yang kedua ini  juga harus anda gadaikan. Tentu anda harus merogoh kocek tambahan karena  dana gadai dari bank hanya berkisar 60%-80% harga yang digadaikan.  Langkah ini kudu anda lakukan berulang-ulang hingga merasa cukup.&lt;/p&gt; &lt;p&gt;Tapi ingat, anda tak boleh menggadaikan emas yang terakhir. Sebab  emas terakhir ini kan menjadi modal anda untuk menebus satu demi satu  emas yang anda gadaikan saat harga naik. Karena itu, Rulli menyebutnya  sebagai kunci harta karun.&lt;/p&gt; &lt;p&gt;Kapan saat yang tepat bagi anda memanen kebunemas? Rulli menyarankan  penjualan kunci harta karun dan emas-emas sebelumnya baru dilakukan  setelah ada kenaikan harga minimal 30%&lt;/p&gt; &lt;div id="attachment_6" class="wp-caption aligncenter" style="width: 410px"&gt;&lt;a href="http://www.berkebunemas.net/wp-content/uploads/2010/04/berkebun-emas.jpg"&gt;&lt;img class="size-full wp-image-6" title="berkebun-emas" src="http://www.berkebunemas.net/wp-content/uploads/2010/04/berkebun-emas.jpg" alt="berkebun emas Laba Berkebun Emas" height="464" width="400" /&gt;&lt;/a&gt;&lt;p class="wp-caption-text"&gt;Kebun Emas di Tabloid
&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7459994452465794776-2412338564254813796?l=bisnis-harian.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://bisnis-harian.blogspot.com/2011/08/keuntungan-emas.html</link><author>noreply@blogger.com (Belajar Bisnis)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7459994452465794776.post-6084699531125849490</guid><pubDate>Thu, 18 Aug 2011 04:32:00 +0000</pubDate><atom:updated>2011-08-17T21:36:47.901-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">emas</category><title>Cara investasi emas dengan sistem gadai</title><description>&lt;p&gt;&lt;a href="http://tinyurl.com/belajarinvestasiemas" target="_self"&gt;Investasi ala berkebun emas&lt;/a&gt;  sudah menjadi berita dikalangan investor emas. Jurus-jurus berkebun  emasnya sangat menarik dan memberikan banyak keuntungan bagi investor  emas yang sudah sering jual beli emas maupun bagi pemula yang mau  memulai investasi di emas. Berikut ini sedikit bocoran yang bisa dibaca  sebelum bergabung menjadi membernya…&lt;/p&gt; &lt;p&gt;&lt;a href="http://www.berkebunemas.net/wp-content/uploads/2010/04/kebun-emas.jpg"&gt;&lt;img class="aligncenter size-full wp-image-14" title="kebun-emas" src="http://www.berkebunemas.net/wp-content/uploads/2010/04/kebun-emas.jpg" alt="kebun emas Investasi Ala Berkebun Emas" height="167" width="250" /&gt;&lt;/a&gt;&lt;/p&gt; &lt;p&gt;Mungkin banyak orang yang belum tahu dengan jelas &lt;a href="http://tinyurl.com/yavepsj" target="_self"&gt;sistem investasi kebun emas&lt;/a&gt;,  berpikir bahwa investasi kebun emas adalah sistem menjaminkan emas yang  dijaminkan ulang, dan dijaminkan ulang terus menerus. Tetap sebenarnya  bukan demikian. Bicara mengenai sistem gadai emas yang baik dapat  dilakukan sebagai berikut:&lt;/p&gt; &lt;p&gt;Mari kita menggunakan asumsi nilai emas dan gramnya agar lebih mudah pemahamannya.&lt;/p&gt; &lt;p&gt;Contoh asumsinya sebagai berikut: Melakukan investasi emas secara rutin sebesar 25 gram
&lt;br /&gt;- Harga asumsi emas 25 gram = Rp.9.000.000,-
&lt;br /&gt;- Pada saat ini Anda punya tambahan uang Rp.3.750.000,-
&lt;br /&gt;- Nilai gadai sebesar 80% dari harga taksir emas
&lt;br /&gt;- Harga Taksir Bank Rp.300.000,- pergram
&lt;br /&gt;- Biaya penitipan emas Rp. 2500/gram/bulan&lt;/p&gt; &lt;p&gt;Perlu Anda ketahui, taksiran nilai taksir dan kondisi sebenarnya di  bank mungkin berbeda-beda, tapi yang terbaik Anda memilih bank yang  memberikan: Nilai gadai tinggi, Biaya rendah dan Waktu singkat&lt;/p&gt; &lt;p&gt;Mari kita mulai saja perhitungannya:
&lt;br /&gt;Misalkan Anda Beli emas batangan Antam 25 gram, lalu Anda gadaikan dan Anda akan mendapatkan dana segar sebesar Rp.6.000.000,-.&lt;/p&gt; &lt;p&gt;Perhitungannya sebagai berikut:&lt;/p&gt; &lt;p&gt;Rp.300.000 x 80% = Rp.240.000 x 25gram = Rp.6.000.000
&lt;br /&gt;Anda setor biaya penitipan emas 1 tahun sebesar Rp.2500×25×12 bulan = Rp.750.000,-&lt;/p&gt; &lt;p&gt;&lt;a href="http://tinyurl.com/belajarinvestasiemas" target="_self"&gt;Lakukan Investasi emas&lt;/a&gt; Anda dengan cara:
&lt;br /&gt;Beli emas 25 gram lalu Gadaikan emasnya, dapat dana segar Rp.6jt, lalu  tambah Rp.3 jt dana dari uang Anda = Rp.9jt  lalu beli emas lagi dengan  biaya titip Rp.750.000 setahun.&lt;/p&gt; &lt;p&gt;Setiap Anda memiliki dana tambahan Rp.3.75 jt lalu ulangi langkah  diatas lagi, begitu seterusnya sesuai kebutuhan. Kalau sudah lima kali  maka posisi akan menjadi seperti ini:
&lt;br /&gt;1. Beli Emas 25 gram -&amp;gt; Rp.6jt, tambah Rp.3 jt dana segar jadi total = 9jt -&amp;gt; beli emas lagi | Rp.750rb -&amp;gt; biaya titip
&lt;br /&gt;2. Beli Emas 25 gram -&amp;gt; Rp.6jt, tambah Rp.3 jt dana segar jadi total = 9jt -&amp;gt; beli emas lagi | Rp.750rb -&amp;gt; biaya titip
&lt;br /&gt;3. Beli Emas 25 gram -&amp;gt; Rp.6jt, tambah Rp.3 jt dana segar jadi total = 9jt -&amp;gt; beli emas lagi | Rp.750rb -&amp;gt; biaya titip
&lt;br /&gt;4. Beli Emas 25 gram -&amp;gt; Rp.6jt, tambah Rp.3 jt dana segar jadi total = 9jt -&amp;gt; beli emas lagi | Rp.750rb -&amp;gt; biaya titip
&lt;br /&gt;5. Beli Emas 25 gram (Emas disimpan)&lt;/p&gt; &lt;p&gt;Anda Perhatikan perhitungan diatas bahwa biaya pembelian emas kedua  dan seterusnya, 2/3 modal beli emas adalah dari uang bank. Dan setelah  waktu berlalu, misalkan harga emas naik sebesar 30 persen, jadi emas  batangan 25 gram yang Anda miliki  sekarang nilainya Rp.12jt. Dan ini  saatnya Anda panen.&lt;/p&gt; &lt;p&gt;Langkah memanennya cukup dibalik saja yaitu: Jualah emas nomor 5,  maka anda mendapatkan dana segar 12 jt, dana segar ini kita pakai untuk  menebus 2 emas lainnya. Ulangi sampai semua emas ditebus, dan jual  semuanya.&lt;/p&gt; &lt;p&gt;Maka posisinya sebagai berikut:
&lt;br /&gt;Hasil penjualan emas 5 buah x Rp.12 jt = Rp.60 jt
&lt;br /&gt;Tebus gadai 4 x Rp.6 jt     = Rp. 24 jt
&lt;br /&gt;sisa = 36 jt ——&amp;gt; sub total 1&lt;/p&gt; &lt;p&gt;Berapa modal anda?
&lt;br /&gt;1. Beli emas pertama =  Rp.9 jt
&lt;br /&gt;2. Beli emas ke 2 sampai ke 5 = Rp.3jt x 4 = Rp.12 jt
&lt;br /&gt;3. Biaya titip Rp.750rb x 4 buah emas =  Rp.3 jt
&lt;br /&gt;Ttotal modal = Rp.24 jt ——&amp;gt; sub total 2&lt;/p&gt; &lt;p&gt;&lt;a href="http://tinyurl.com/yavepsj" target="_self"&gt;Keuntungan Panen Emas&lt;/a&gt; Anda adalah:  sub total 1 – sub total 2 = Rp.36 jt – Rp.24 jt = 12 jt&lt;/p&gt; &lt;p&gt;Berikut ini Perbandingan keuntungan metode investasi emas biasa vs metode cerdas kebun emas dengan modal awal Rp.24 jt:&lt;/p&gt; &lt;p&gt;Modal 24jt belikan emas sewaktu harga batangan 25 gram = 9jt, maka  per gram berarti 360rb. Rp.24 jt : 360 rb dapat emas 66.66 gram&lt;/p&gt; &lt;p&gt;Ketika harga naik 30% kita jual menjadi Rp 468 ribu/gram: 66.66 * 468  ribu = Rp.31.196.880 dikurangi modal 24 jt = untung  Rp.7.196.880&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7459994452465794776-6084699531125849490?l=bisnis-harian.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://bisnis-harian.blogspot.com/2011/08/cara-investasi-emas-dengan-sistem-gadai.html</link><author>noreply@blogger.com (Belajar Bisnis)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7459994452465794776.post-5501128752102318634</guid><pubDate>Wed, 03 Aug 2011 06:36:00 +0000</pubDate><atom:updated>2011-08-02T23:43:36.676-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">manajemen</category><title>Manajemen Pendapatan</title><description>&lt;p&gt;Manajemen pendapatan &lt;a href="http://www.sobe.ex.ac.uk/research/management/discussion_papers/index.php?id=320"&gt;(revenue management)&lt;/a&gt;   adalah proses memahami, mengantisipasi dan menanggapi perilaku  konsumen dalam rangka memaksimisasi pendapatan (revenue) atau keuntungan  (profit). Khusus memaksimisasi profit, perusahaan yang mengatur  pendapatannya bisa melakukan manipulasi harga.&lt;/p&gt; &lt;p&gt;Manajemen ini tidak bisa serta-merta diterapkan untuk semua jenis industri. Ada kriteria yang harus dipenuhi:&lt;br /&gt;&lt;strong&gt;1. Produknya tak tahan lama (perishable)&lt;/strong&gt; &lt;em&gt;Penggunaan  pulsa telepon selular terikat dengan waktu (sehari hanya digunakan  24  jam, tak bisa lebih), dan jika tak digunakan maka pulsa tetap alias tak  bergeming. Tak ada pendapatan yang bisa diambil oleh operator telepon  selular itu.&lt;/em&gt;&lt;/p&gt; &lt;p&gt;&lt;strong&gt;2. Kapasitas produk atau layanan dibatasi.&lt;/strong&gt; &lt;em&gt;Dalam satu waktu, pengiriman SMS ucapan lebaran bisa terlambat &lt;em&gt;karena  keterbatasan kapasitas server data dan jalur lalu lintas interkoneksi.  Pembangunan infrastruktur tambahan akan memakan biaya dan waktu.&lt;/em&gt;&lt;/em&gt;&lt;/p&gt; &lt;p&gt;&lt;strong&gt;3. Segmentasi Pasar. &lt;/strong&gt;&lt;em&gt;Penggunaan diskriminasi harga terhadap kartu prabayar dan pascabayar, atau&lt;/em&gt; peak-hour&lt;em&gt; dan &lt;/em&gt;off-peak-hour fee &lt;em&gt;merupakan strategi yang membidik pasar berbeda. Lebih banyak pengguna pascabayar yang memakai di &lt;/em&gt;peak hour&lt;em&gt; adalah mereka yang memiliki status sosial ekonomi lebih mapan.&lt;br /&gt;&lt;/em&gt;&lt;/p&gt; &lt;p&gt;&lt;strong&gt;4. Produk atau layanan bisa dijual di muka.&lt;/strong&gt; &lt;em&gt;Dengan  sistem prabayar, pulsa dibeli terlebih dahulu dalam jumlah tertentu.  Hal ini bisa membuat operator lebih mudah dan lebih awal memprediksi  pendapatan per bulannya. Termasuk juga menghitung dan memanipulasi  permintaan dan harga.&lt;/em&gt;&lt;/p&gt; &lt;p&gt;&lt;strong&gt;5. Biaya variabel lebih kecil.&lt;/strong&gt; &lt;em&gt;Pembangunan infrastruktur telekomunikasi selular jauh lebih besar daripada biaya operasional hariannya. Selain itu &lt;/em&gt;&lt;em&gt;jika biaya erhadap&lt;/em&gt; fixed cost&lt;em&gt; (infrastruktur) telah kembali, setiap pemasukan adalah pendapatan dan profit. &lt;/em&gt;&lt;/p&gt; &lt;p&gt;&lt;strong&gt;6. Permintaan terhadap produk atau jasa berbeda setiap waktu.&lt;em&gt; &lt;/em&gt;&lt;/strong&gt;&lt;em&gt;Penggunaan  pulsa di pagi hingga sore hari sangat tinggi, dan penggunaan tengah  malam sangat rendah. Manajemen pendapatan bisa mempengaruhi kurva  permintaan dengan memberikan diskon dan &lt;/em&gt;bundling&lt;em&gt; jasa untuk penggunaan di tengah malam.&lt;/em&gt;&lt;/p&gt; &lt;p align="center"&gt;&lt;img src="http://farm3.static.flickr.com/2069/2052154285_40ed84573f_m.jpg" height="193" width="240" /&gt;&lt;/p&gt; &lt;p&gt;Secara kasat mata memang &lt;em&gt;mobile network operator&lt;/em&gt; (MNO) seperti Telkomsel atau IM3 tidak memicu kegagalan pasar, apalagi yang bersifat &lt;em&gt;non-transitory. &lt;/em&gt;Kita  beranggapan bahwa di dalam sebuah mekanisme pasar sempurna aspek  layanan menjadi kompetitif sehingga membuat harga setiap operator  bersaing. MNO yang memiliki posisi dominan tidak bisa mempertahankan  profit supernormal di sektor ini, dan setiap pelanggan menikmati harga,  layanan, dan pilihan terbaik.&lt;/p&gt; &lt;p&gt;Dengan menerapkan manajemen pendapatan dari sebuah operator yang  memiliki posisi dominan di pasar, akan semakin terbuka peluang untuk  memprediksi permintaan, dan selanjutnya mengatur harga. Ini baru satu  operator. Jika dua operator yang memiliki porsi di pasar&lt;em&gt; (market share) &lt;/em&gt;meraup  hingga dari 90% total pelanggan telepon selular seluruh Indonesia,  tentulah sektor ini tak cukup untuk pemain kecil bermain dan bernafas  leluasa.&lt;/p&gt; &lt;p&gt;Selain itu, dari sisi permintaan pelanggan, terutama yang telah  menggunakan nomor pelanggan sebagai identitas, tentulah mengganti nomor  seperti mengganti nama diri. Hal ini merupakan bagian dari dikotomi  Veblen (1904) yaitu institusi versus teknologi. Teknologi adalah  dinamis, sedangkan orang atau institusi masyarakat memiliki nilai-nilai  yang berubah lamban. Seiring dengan waktu, teknologi dibuat untuk  kapasitas lebih banyak dengan harga lebih murah, di lain pihak institusi  adalah statis. Veblen menekankan &lt;em&gt;conspicuous consumption rule, &lt;/em&gt;di mana konsumen berlaku irasional dengan kebiasaan dan konvensi yang telah bertahun dilakoni dan telah membuat dirinya nyaman.&lt;/p&gt; &lt;p&gt;Untuk itu, mengawinkan sisi permintaan dan penawaran artifisial dalam  jangka waktu lama merupakan bentuk gagal pasar. Penurunan harga adalah  hal terakhir yang akan diambil operator selular yang memiliki posisi  dominan, karena pelanggan mereka bisa di-&lt;em&gt;manage &lt;/em&gt;untuk tetap  menikmati layanan yang harganya seakan-akan turun dengan berbagai  layanan, ataupun “dibuat nyaman dengan harga sekarang” dengan pengaruh  iklan dan promosi.&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7459994452465794776-5501128752102318634?l=bisnis-harian.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://bisnis-harian.blogspot.com/2011/08/manajemen-pendapatan.html</link><author>noreply@blogger.com (Belajar Bisnis)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://farm3.static.flickr.com/2069/2052154285_40ed84573f_t.jpg" height="72" width="72" /></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7459994452465794776.post-5933695301103964685</guid><pubDate>Wed, 03 Aug 2011 06:33:00 +0000</pubDate><atom:updated>2011-08-02T23:35:46.999-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">manajemen</category><title>Mengharapkan yang tak terduga Untuk Harga Bahan Bakar Diesel dan Harga Gas</title><description>&lt;em&gt;By     &lt;a href="http://ezinearticles.com/?expert=Glen_Sokolis" rel="author" title="EzineArticles Expert Author Glen Sokolis"&gt;     Glen Sokolis    &lt;/a&gt;&lt;/em&gt;&lt;br /&gt;&lt;span id="result_box" class="long_text" lang="id"&gt;&lt;span style="" title=""&gt;Aku  akan menulis sebuah artikel pada hari Jumat tentang apa yang terjadi  pada semua orang, yang jalan kembali ketika, diperkirakan $ 100 per  barel untuk minyak mentah dan meningkatnya harga bahan bakar solar dan  harga gas yang tepat bersama dengan itu. &lt;/span&gt;&lt;span style="" title=""&gt;Bahkan, saya akui, saya adalah salah satu dari orang-orang. &lt;/span&gt;&lt;span title=""&gt;Bukankah hampir semua orang? &lt;/span&gt;&lt;span style="" title=""&gt;Yah, banyak hal telah terjadi sejak itu.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;• Harga minyak mentah tidak membuat ke $ 93 per barel, kemudian mundur kembali ke pertengahan-ke-atas $ 80 yang&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;• Harga gas terus naik&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;• harga bahan bakar diesel pergi terlalu tinggi&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;• Revolusi meletus di Mesir, pemasok utama minyak mentah&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;• Kekhawatiran tinggi untuk semua orang seperti efek domino dari menyebar kerusuhan sipil di Timur Tengah&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;• pasokan BBM tetap kuat di Amerika Serikat&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Kalau  bukan karena pergantian besar peristiwa di Mesir, Timur Tengah mungkin  akan tetap tenang (atau setidaknya setenang Timur Tengah dapat). &lt;/span&gt;&lt;span style="" title=""&gt;Negara-negara lain seperti Libya, Bahrain, dan Tunisia telah melompat pada kereta musik revolusi. &lt;/span&gt;&lt;span style="" title=""&gt;Pemberontakan  telah menyebabkan tetesan down effect yang bisa berubah menjadi  kengerian yang nyata sepanjang jalan di seberang lautan untuk pompa  bensin di Amerika. &lt;/span&gt;&lt;span title=""&gt;Pun intended. &lt;/span&gt;&lt;span title=""&gt;Meskipun bukan penghasil minyak, bahkan Bahrain telah pedagang internasional memantau ketegangan politik negara-nya. &lt;/span&gt;&lt;span title=""&gt;AS  memiliki kepentingan strategis yang penting di sana, termasuk posisi  Armada Kelima Angkatan Laut AS kami bertugas patroli jalur pengiriman  minyak dan pemantauan Iran. &lt;/span&gt;&lt;span style="" title=""&gt;Anda dapat merasakan bahan bakar armada Anda meningkatkan anggaran dengan hampir setiap paragraf. &lt;/span&gt;&lt;span style="" title=""&gt;Dan, ada berita yang lebih meresahkan. &lt;/span&gt;&lt;span style="" title=""&gt;Iran berusaha untuk mengirim kapal perang melalui kusam Suez dalam rangka untuk memancing respons dari Israel. &lt;/span&gt;&lt;span title=""&gt;Mengapa? &lt;/span&gt;&lt;span style="" title=""&gt;Untuk mengambil fokus dari kerusuhan internal sendiri, dan menaruh perhatian pada Israel. &lt;/span&gt;&lt;span style="" title=""&gt;Itu salah satu situasi di mana rakyat Iran mungkin berkata, "Aku benci pemerintah saya tapi saya pikir saya benci Israel lebih."&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Merasa tak berdaya? &lt;/span&gt;&lt;span style="" title=""&gt;Bertanya-tanya apa yang akan Anda lakukan? &lt;/span&gt;&lt;span style="" title=""&gt;Anda  tentu tidak dapat mengontrol kejadian dunia, tetapi Anda memiliki  kekuatan untuk mendapatkan pegangan pada manajemen bahan bakar  perusahaan Anda. &lt;/span&gt;&lt;span title=""&gt;Sekarang adalah waktu untuk mencari tahu apa yang terbaik untuk armada Anda pengisian bahan bakar. &lt;/span&gt;&lt;span style="" title=""&gt;Berikut adalah alasan lebih untuk tidak menunda:&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;•  Libya mengancam untuk memotong pada hari Minggu ekspor minyak ke  negara-negara barat dalam waktu 24 jam kecuali pemerintah menghentikan  apa yang mereka sebut "penindasan pengunjuk rasa"&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;• perusahaan minyak Mayor melakukan salah satu pekerja yang lebih baik dan menarik dari Libya karena ancaman bermusuhan&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Cadangan Minyak • dari OPEC berada pada tingkat terendah dalam 2 tahun laporan AMDAL&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Arab Saudi memasok sekitar 12% dari produksi minyak global dan duduk di setidaknya seperlima cadangan minyak dunia. &lt;/span&gt;&lt;span style="" title=""&gt;Arab  Saudi menghadapi masalah yang sama yang merupakan pendorong utama aksi  protes di Tunisia dan Mesir untuk memulai dengan: pengangguran kaum  muda. &lt;/span&gt;&lt;span style="" title=""&gt;Berdasarkan data Departemen Pusat  Statistik dan Informasi (CDSI) memperkirakan bahwa 39% dari Saudi antara  usia 20 dan 24 yang menganggur pada tahun 2009. &lt;/span&gt;&lt;span style="" title=""&gt;Pasokan minyak dunia tidak memiliki cukup ruang untuk margin ketika datang ke manajemen pasokan bahan bakar. &lt;/span&gt;&lt;span style="" title=""&gt;Oleh  karena itu, jika terjadi interupsi dan pergi untuk panjang periode yang  kita dapat dengan mudah melihat harga minyak mentah $ 125 - $ 150 per  barel.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Untuk berpikir hanya beberapa minggu yang lalu, itu tampak seperti semua ketakutan minyak mentah $ 100 hanya itu. &lt;/span&gt;&lt;span style="" title=""&gt;Saya menyebutnya energi khusus yang orang ingin melihat minyak mentah $ 100. &lt;/span&gt;&lt;span style="" title=""&gt;Faktanya sekarang, kebanyakan orang benar-benar gugup. &lt;/span&gt;&lt;span style="" title=""&gt;Ini bukan masalah pasokan dan permintaan bahwa orang berpikir akan mendorong harga bahan bakar diesel yang lebih tinggi. &lt;/span&gt;&lt;span style="" title=""&gt;Ini adalah kerusuhan sipil. &lt;/span&gt;&lt;span style="" title=""&gt;Jika harga bahan bakar yang tinggi mendorong, satu-satunya perusahaan armada bisa lakukan adalah untuk mengontrol dikendalikan. &lt;/span&gt;&lt;span style="" title=""&gt;Apa yang saya maksudkan dengan ini adalah sederhana:&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Anda tidak dapat mengendalikan harga bahan bakar armada naik ke $ 4,00 atau $ 4,50 per galon. &lt;/span&gt;&lt;span title=""&gt;Tidak, kecuali Anda memiliki beberapa jenis bahan bakar lindung nilai di tempat. &lt;/span&gt;&lt;span style="" title=""&gt;Apa yang dapat Anda lakukan meskipun adalah kontrol gas dan harga bahan bakar diesel dengan cara lain. &lt;/span&gt;&lt;span style="" title=""&gt;Saya akan berbagi beberapa saran ahli saya dengan Anda di sini:&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;• Beli bahan bakar diesel yang lebih baik melalui vendor pengisian bahan bakar.&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;• Mengurangi pemalasan pada truk Anda.&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;• Meningkatkan manajemen armada Anda dengan memastikan, truk yang berjalan pada kinerja yang optimal.&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;• Armada manajer harus menyediakan pelatihan driver tambahan pada pergeseran, pengereman dan manajemen kecepatan.&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;• Pertimbangkan ponsel pengisian bahan bakar vs pengisian bahan bakar di sebuah stasiun ritel. &lt;/span&gt;&lt;span style="" title=""&gt;Ini tidak selalu tentang apa biaya bahan bakar solar tapi apa biaya Anda untuk bahan bakar truk Anda. &lt;/span&gt;&lt;span style="" title=""&gt;Untuk perusahaan armada yang paling ada out-of-rute jarak tempuh komponen dan biaya tenaga kerja. &lt;/span&gt;&lt;span style="" title=""&gt;Jika  ponsel pengisian bahan bakar dapat memotong biaya-biaya turun atau  menghilangkan mereka, berapa banyak tambahan penghematan bahan bakar  secara keseluruhan yang Anda miliki?&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;• Mengevaluasi kembali kontrol kantor dan garis depan. &lt;/span&gt;&lt;span style="" title=""&gt;Tanyakan diri sendiri: Apa yang Anda miliki kontrol pada program kartu BBM? &lt;/span&gt;&lt;span style="" title=""&gt;Apakah  informasi pengisian bahan bakar yang berasal dari kartu armada Anda  dengan mudah terintegrasi dengan sistem akuntansi Anda? &lt;/span&gt;&lt;span style="" title=""&gt;Dapatkah  Anda mengambil informasi bahan bakar kartu dan memasukkannya ke dalam  sistem manajemen armada atau sistem bahan bakar manajemen Anda? &lt;/span&gt;&lt;span style="" title=""&gt;Jika  hal ini mudah bagi staf Anda maka Anda harus membuang waktu yang  berhubungan dengan harga bahan bakar solar secara keseluruhan, bukan?&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Jika  Anda tidak yakin dengan jawaban, atau bahkan apa pertanyaan untuk  bertanya, mungkin merasa sudah waktunya untuk lari ke jembatan terdekat  dan melompat. &lt;/span&gt;&lt;span title=""&gt;Tapi jangan. &lt;/span&gt;&lt;span style="" title=""&gt;Yakinlah, ada bantuan yang tersedia. &lt;/span&gt;&lt;span title=""&gt;Mari kita hadapi itu, kepala dingin akan menang. &lt;/span&gt;&lt;span title=""&gt;Jika Anda siap untuk beberapa nasihat ahli atau arah akan membantu Anda mengelola terduga.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Glen Sokolis&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Presiden&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Sokolis Grup&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Bahan Bakar Bahan Bakar Manajemen &amp;amp; Konsultasi&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Industri Ahli&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7459994452465794776-5933695301103964685?l=bisnis-harian.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://bisnis-harian.blogspot.com/2011/08/mengharapkan-yang-tak-terduga-untuk.html</link><author>noreply@blogger.com (Belajar Bisnis)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7459994452465794776.post-1125635214871958231</guid><pubDate>Wed, 03 Aug 2011 06:31:00 +0000</pubDate><atom:updated>2011-08-02T23:32:54.519-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">manajemen</category><title>Total Biaya Kelambanan (Total Cost of Inaction)</title><description>&lt;span id="result_box" class="long_text" lang="id"&gt;&lt;span style="" title=""&gt;Salah  satu kutipan favorit saya, tentang masalah kepemimpinan, adalah  disebabkan Petronius Arbiter, Angkatan Laut Romawi, 210 SM:&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;"Kami telah berlatih dengan keras ... tapi sepertinya setiap kali kita mulai terbentuk menjadi tim, kami akan direorganisasi. &lt;/span&gt;&lt;span style="" title=""&gt;Saya  belajar di kemudian hari bahwa kita cenderung untuk memenuhi setiap  situasi baru dengan reorganisasi, dan metode yang indah dapat untuk  menciptakan ilusi kemajuan sambil menghasilkan kebingungan, inefisiensi  dan demoralisasi ".&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Jika dia bergabung hari ini Korps Marinir AS, Petronius Arbiter tidak akan memiliki pengalaman itu. &lt;/span&gt;&lt;span style="" title=""&gt;Korps  memegang teguh "solusi 70 persen." Prinsipnya: "Jika Anda memiliki 70  persen informasi, telah dilakukan 70 persen dari analisis, dan merasa 70  persen yakin, kemudian bergerak." Logikanya sederhana: &lt;/span&gt;&lt;span style="" title=""&gt;kurang  ideal tindakan, cepat dieksekusi, berdiri sebuah peluang sukses,  sedangkan tidak ada tindakan berdiri tidak ada kesempatan. &lt;/span&gt;&lt;span style="" title=""&gt;(Kutipan dari Bab 10 buku Beat the Odds: Hindari Kematian Perusahaan, 2007)&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Sebuah  perjalanan terakhir dengan keluarga ke restoran Cina favorit kami  menghasilkan ini "pesan kue keberuntungan" tepat waktu pada tema yang  sama - Banyak Langkah Palsu Dibuat oleh Bergerak.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Organisasi  modern mengadopsi berbagai strategi, konsep, proses dan taktik yang  seharusnya untuk meningkatkan kinerja mereka saat ini dan meningkatkan  peluang sukses di masa depan. &lt;/span&gt;&lt;span title=""&gt;Bagi kita dalam  pengelolaan pasokan dan dunia pengadaan yang akrab dengan berbagai  konsep yang berguna, termasuk TCO - Total Biaya Kepemilikan.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Mungkin  kita bisa memimpin dalam organisasi kita sendiri untuk memperkenalkan  satu konsep tambahan: mari kita menyebutnya Total Biaya Kelambanan  (TCI). &lt;/span&gt;&lt;span title=""&gt;TCI akan menjadi jumlah dari dampak buruk potensial dari gagal untuk bertindak, atau dari menunda keputusan untuk bertindak. &lt;/span&gt;&lt;span title=""&gt;Saya  yakin bahwa Anda dapat mengidentifikasi situasi dari pengalaman Anda  sendiri di mana kegagalan perusahaan untuk bertindak atas rekomendasi  Anda (s) pada akhirnya biaya perusahaan banyak uang.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Total Biaya Kelambanan - TCI. &lt;/span&gt;&lt;span style="background-color: rgb(230, 236, 249); color: rgb(0, 0, 0);" title=""&gt;Jika  secara eksplisit dibahas dan diperhitungkan, TCI mungkin hanya  memberikan dorongan yang dibutuhkan / dorongan untuk lebih cepat  pengambilan keputusan dan dukungan untuk tindak melalui tindakan.&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;By Robert A. Rudzki, SCMR Contributing Blogger&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7459994452465794776-1125635214871958231?l=bisnis-harian.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://bisnis-harian.blogspot.com/2011/08/total-biaya-kelambanan-total-cost-of.html</link><author>noreply@blogger.com (Belajar Bisnis)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7459994452465794776.post-2083737842234725693</guid><pubDate>Wed, 03 Aug 2011 06:26:00 +0000</pubDate><atom:updated>2011-08-02T23:31:01.634-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">manajemen</category><title>Mencari Jarum dalam tumpukan jerami Produksi</title><description>&lt;span id="result_box" class="long_text" lang="id"&gt;&lt;span style="" title=""&gt;Pabrik pakaian besar memiliki puluhan orang yang bekerja dengan kecil, instrumen yang tajam, dan kecelakaan yang pasti terjadi. &lt;/span&gt;&lt;span style="" title=""&gt;Hal ini dapat sangat berbahaya bagi reputasi produsen ketika jarum ditemukan melekat pada pakaian setelah itu telah dibeli. &lt;/span&gt;&lt;span style="" title=""&gt;Hal  ini juga bisa sangat berbahaya, seperti jarum buruk diposisikan atau  kail bisa menyebabkan bahaya serius tubuh ke pembeli garmen tidak  curiga. &lt;/span&gt;&lt;span style="" title=""&gt;Kehadiran benda asing dalam kemasan barang yang baru dibeli bahkan dapat mengakibatkan tindakan hukum.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Namun, jarum juga dapat menyebabkan kerusakan sebelum mencapai pembeli. &lt;/span&gt;&lt;span title=""&gt;Setelah garmen dibuat ia pergi ke lini produksi untuk kemasan. &lt;/span&gt;&lt;span title=""&gt;Sebuah  jarum ditempatkan salah dapat merugikan mesin pengemasan (mesin ini  sering sangat sensitif dan sangat mahal), bahan kemasan yang sebenarnya  bisa robek, atau staf produsen dapat dirugikan ketika mencoba untuk  paket item. &lt;/span&gt;&lt;span style="" title=""&gt;Jarum mesin deteksi mencegah bahaya dan kerusakan seluruh proses.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Jarum  mesin deteksi dikembangkan untuk menemukan benda asing yang ramping dan  bergerigi seperti jarum, pin, peniti, kait, dll Sebagian besar dari  mesin ini diproduksi untuk menemukan berbagai logam, termasuk yang besi.  &lt;/span&gt;&lt;span style="" title=""&gt;Jarum mesin deteksi dirancang untuk digunakan pada semua kain. &lt;/span&gt;&lt;span style="" title=""&gt;Ini  akan memastikan bahwa ketika Anda membeli topi, sepatu, sarung tangan,  syal dan barang lainnya dari pakaian, tidak ada kejutan menunggu Anda.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Mesin memiliki mikroprosesor, yang memungkinkan untuk menjadi ultra-reseptif dan cepat menemukan benda asing. &lt;/span&gt;&lt;span title=""&gt;Biasanya  sekitar 35 meter kain dapat diperiksa oleh mesin dalam satu menit dan  pembukaan mesin biasanya memiliki tiga ukuran yang berbeda disesuaikan,  untuk mengakomodasi ukuran kain. &lt;/span&gt;&lt;span title=""&gt;Tinggi Bersihan sekitar sepuluh sampai dua puluh sentimeter. &lt;/span&gt;&lt;span title=""&gt;Kebanyakan  mesin deteksi jarum memiliki ban berjalan, yang membuatnya lebih mudah  untuk memberi makan kain melalui, sebagai staf tidak harus memindahkan  item bersama secara manual. &lt;/span&gt;&lt;span title=""&gt;Contoh detektor jarum DST ZD-630 yang memiliki pasokan dua ratus empat puluh fase volt power tunggal.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Mesin  ini biasanya mudah dikontrol dan membutuhkan sedikit perawatan, karena  mereka dibangun dari bahan berkualitas, dengan tujuan menjadi tahan  lama. &lt;/span&gt;&lt;span title=""&gt;Mereka juga dirancang untuk memiliki mudah  untuk memahami kunci, sehingga setiap pekerja semi-terampil dapat  dilatih untuk mengoperasikan detektor. &lt;/span&gt;&lt;span title=""&gt;Pabrik  tidak ingin mempekerjakan seorang pekerja yang sangat terampil, yang  akan menuntut gaji yang lebih tinggi, karena akan berarti penurunan yang  serius dalam margin keuntungan.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Sabuk konveyor untuk mesin dirancang untuk dapat dengan mudah diinstal. &lt;/span&gt;&lt;span style="" title=""&gt;Mesin-mesin baru memiliki sistem layar sentuh operasi. &lt;/span&gt;&lt;span style="" title=""&gt;Kebanyakan produsen bangga dalam membuat sebagian besar fitur ini. &lt;/span&gt;&lt;span style="" title=""&gt;Model terbaru juga memiliki fungsi reset elektronik sehingga Anda dapat me-restart mesin dengan hanya menyentuh layar. &lt;/span&gt;&lt;span style="" title=""&gt;Selain  itu, model-model baru yang dirancang untuk mendeteksi setiap kesalahan  dalam fungsi mereka, dan mengirimkan laporan sehingga mereka dapat  diperbaiki dengan cepat. &lt;/span&gt;&lt;span title=""&gt;Pesan akan mencakup solusi perbaikan mungkin. &lt;/span&gt;&lt;span style="" title=""&gt;Layar juga dilengkapi touchpad di semua bahasa utama yang diucapkan di seluruh dunia. &lt;/span&gt;&lt;span style="" title=""&gt;Mesin  ini dapat mengirimkan laporan pada tingkat produksi, dan mungkin  melekat pada printer untuk mencetak laporan pada analisis produksi. &lt;/span&gt;&lt;span style="" title=""&gt;Proteksi password merupakan fungsi yang besar, yang menjamin bahwa hanya pengguna yang berwenang mengoperasikan mesin tersebut. &lt;/span&gt;&lt;span style="" title=""&gt;Ada juga mengutak-atik sistem penguncian bukti yang tersedia, yang meminimalkan resiko kecelakaan pabrik yang serius. &lt;/span&gt;&lt;span style="" title=""&gt;Harus ada listrik, sebagian besar mesin ini memiliki cadangan baterai.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Setiap produsen garmen besar disarankan untuk memastikan bahwa mereka berinvestasi di salah satu mesin ini. &lt;/span&gt;&lt;span style="" title=""&gt;Ketenangan pikiran tak ternilai harganya. &lt;/span&gt;&lt;span style="" title=""&gt;Setelah item staf memeriksa adalah padat karya, serta salah. &lt;/span&gt;&lt;span style="" title=""&gt;Hal ini jauh lebih mudah bagi jarum akan hilang dalam tumpukan jerami pepatah tanpa produksi seperti mesin fine-tuned. &lt;/span&gt;&lt;span title=""&gt;Harga akan bervariasi tergantung pada spesifikasi pembeli. &lt;/span&gt;&lt;span style="" title=""&gt;Tentu  saja, ketika datang untuk membeli mesin besar sebagian besar produsen  akan mengirim katalog rinci menentukan apa yang di tawarkan dengan mesin  mereka. &lt;/span&gt;&lt;span style="" title=""&gt;Dalam perekonomian saat ini, di  mana perusahaan memotong biaya sebanyak mungkin, adalah penting untuk  mempertimbangkan apa konsekuensi bisa jika mesin ini tidak dibeli.&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;em&gt;By     &lt;a href="http://ezinearticles.com/?expert=Andrew_Reich" rel="author" title="EzineArticles Expert Author Andrew Reich"&gt;     Andrew Reich    &lt;/a&gt;&lt;/em&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7459994452465794776-2083737842234725693?l=bisnis-harian.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://bisnis-harian.blogspot.com/2011/08/mencari-jarum-dalam-tumpukan-jerami.html</link><author>noreply@blogger.com (Belajar Bisnis)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7459994452465794776.post-3603785996624894078</guid><pubDate>Wed, 03 Aug 2011 06:22:00 +0000</pubDate><atom:updated>2011-08-02T23:26:25.959-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">manajemen</category><title>Bagaimana Quality Control Perusahaan Cari Cacat dalam Garmen</title><description>&lt;span id="result_box" class="long_text"&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="There are times when it is easier for outside experts to identify problems and provide solutions, which is why quality control companies are very effective in assisting clothing manufacturers in finding defects in their garments."&gt;Ada  kalanya lebih mudah bagi para ahli luar untuk mengidentifikasi masalah  dan memberikan solusi, yang mengapa kualitas perusahaan kontrol sangat  efektif dalam membantu produsen pakaian dalam menemukan cacat dalam  pakaian mereka.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="In 2006, a large Vietnamese garment manufacturer brought in a quality management company to assist them."&gt;Pada tahun 2006, produsen garmen besar Vietnam membawa perusahaan manajemen mutu untuk membantu mereka. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="At that time, they had 500 employees working in their factory."&gt;Pada saat itu, mereka punya 500 karyawan yang bekerja di pabrik mereka. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="Unfortunately, they had reached a crisis point, as approximately twenty per cent of their garments had defects."&gt;Sayangnya, mereka telah mencapai titik krisis, sebagai kira-kira dua puluh persen dari pakaian mereka memiliki cacat. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="The quality control company soon picked up on two major problems."&gt;Perusahaan kontrol kualitas segera mengangkat telepon pada dua masalah utama. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="First, the company did not have an inspection plan (TIP), and second, production line quality spot-checks were rare."&gt;Pertama, perusahaan tidak memiliki rencana inspeksi (TIP), dan kedua, lini produksi kualitas tempat-cek telah langka. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="At this stage, the company was focusing on quality inspections at the end of the production line."&gt;Pada tahap ini, perusahaan itu berfokus pada pemeriksaan kualitas pada akhir jalur produksi. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="Due to the high defect rates, two inspections were being done at the end of production to improve quality control."&gt;Karena tingkat kerusakan tinggi, dua pemeriksaan sedang dilakukan pada akhir produksi untuk meningkatkan kontrol kualitas. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="The supervisors and workers would do one check, and the dispatchers would do another before the items were wrapped up for shipment."&gt;Pengawas dan pekerja akan melakukan satu cek, dan dispatcher akan melakukan lain sebelum barang dibungkus untuk pengiriman. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="Unfortunately, much of the work had to be done over, and the factory failed to meet their deadlines."&gt;Sayangnya, banyak pekerjaan harus dilakukan selama, dan pabrik gagal memenuhi tenggat waktu mereka.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="The quality management company outlined the two-fold nature of the manufacturer's problem."&gt;Perusahaan manajemen mutu diuraikan sifat dua kali lipat dari masalah produsen. &lt;/span&gt;&lt;span title="Primarily, the specifications for each order were not clearly laid out."&gt;Terutama, spesifikasi untuk setiap pesanan tidak jelas ditata. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="Thus, workers were taking too long to familiarize themselves with new orders, and were making many errors."&gt;Dengan demikian, pekerja terlalu lama untuk membiasakan diri dengan perintah baru, dan membuat banyak kesalahan. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="The second problem involved insufficient checks during production."&gt;Masalah kedua melibatkan pemeriksaan cukup selama produksi. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="For instance, a machine that is used to sew in zips is missing a stitch, and the worker does not see it, as he/she is aiming to get through the required number of zips in an hour."&gt;Misalnya,  mesin yang digunakan untuk menjahit di ritsleting hilang jahitan, dan  pekerja tidak melihatnya, karena ia / dia bertujuan untuk mendapatkan  melalui jumlah yang diperlukan ritsleting dalam satu jam. &lt;/span&gt;&lt;span title="By midday, the first zip the worker has done reaches the quality check at the end of the line."&gt;Pada tengah hari, zip pertama pekerja telah dilakukan mencapai cek kualitas pada akhir baris. &lt;/span&gt;&lt;span title="There they see the missed stitch and realized there is a problem."&gt;Di sana mereka melihat jahitan terjawab dan menyadari ada masalah. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="All 50 workers that insert zips are ordered to stop production and each of their machines are checked."&gt;Semua 50 pekerja yang ritsleting masukkan diperintahkan untuk menghentikan produksi dan masing-masing mesin mereka diperiksa. &lt;/span&gt;&lt;span title="By the time they find the machine that is causing the problem, production has been halted for about an hour."&gt;Pada saat mereka menemukan mesin yang menyebabkan masalah, produksi telah dihentikan selama sekitar satu jam. &lt;/span&gt;&lt;span title="Additionally, all the work done by this machine during the morning had to be redone."&gt;Selain itu, semua pekerjaan dilakukan oleh mesin ini pada pagi hari harus direnovasi. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="Consequently, five hours of one employee's work has been wasted and another five hours is lost redoing the work."&gt;Akibatnya, lima jam kerja satu karyawan telah terbuang dan lima jam hilang mengulangi pekerjaan. &lt;/span&gt;&lt;span title="Plus, the work the other 49 employees would have performed in that hour is also lost."&gt;Plus, pekerjaan karyawan 49 lainnya akan dilakukan pada saat itu juga hilang. &lt;/span&gt;&lt;span title="If a quality inspector had arrived in the morning to perform spot-checks at each worker's station, the whole situation could have been avoided."&gt;Jika  inspektur kualitas tiba di pagi hari untuk melakukan pemeriksaan spot  di setiap stasiun pekerja, seluruh situasi bisa dihindari.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="The quality control company hired by the Vietnamese garment manufacturer recommended that the planning department improve their specifications to ensure that the dimensions and descriptions were more detailed."&gt;Perusahaan  kontrol kualitas yang disewa oleh produsen garmen Vietnam  merekomendasikan bahwa departemen perencanaan meningkatkan spesifikasi  untuk memastikan bahwa dimensi dan deskripsi yang lebih rinci. &lt;/span&gt;&lt;span title="Any revisions to the production process needed to be accompanied by detailed technical notes."&gt;Setiap revisi proses produksi harus disertai dengan catatan teknis rinci. &lt;/span&gt;&lt;span title="If there were any recurring problems, it was advised that all departments concerned meet and share information to identify and fix the error."&gt;Jika  ada masalah berulang, disarankan bahwa semua departemen terkait bertemu  dan berbagi informasi untuk mengidentifikasi dan memperbaiki kesalahan.  &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="They also recommended a structured in-line production quality control program."&gt;Mereka juga merekomendasikan in-line program produksi terstruktur kontrol kualitas.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title="The Vietnamese manufacturer implemented the recommendations provided by the quality control company."&gt;Para produsen Vietnam mengimplementasikan rekomendasi yang diberikan oleh perusahaan pengendalian kualitas. &lt;/span&gt;&lt;span title="In July 2007 the percentage of defective garments dropped to 6.5%."&gt;Pada bulan Juli 2007 persentase pakaian rusak menurun menjadi 6,5%.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="Quality control companies start out by assessing the garment factory's production."&gt;Kualitas perusahaan mengontrol memulai dengan menilai produksi pabrik garmen. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="They watch every process, from the receipt of the order to shipment."&gt;Mereka mengawasi setiap proses, dari penerimaan pesanan pengiriman. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="Based on their careful observation they are able to point out weak areas, and recommend solutions."&gt;Berdasarkan observasi yang cermat, mereka mampu menunjukkan daerah yang lemah, dan merekomendasikan solusi. &lt;/span&gt;&lt;span title="It may even be in the manufacturer's best interest to hire the company for day-to-day quality control."&gt;Bahkan mungkin kepentingan produsen terbaik untuk menyewa perusahaan untuk sehari-hari kontrol kualitas. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="They have professional employees that are trained to properly assess the garments and quickly identify defects."&gt;Mereka memiliki karyawan profesional yang dilatih untuk benar menilai pakaian dan cepat mengidentifikasi cacat. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="If a factory employee was consistently delivering poor work, the quality control company employees would have no problem reporting this worker, as there is no personal relationship."&gt;Jika  seorang karyawan pabrik secara konsisten memberikan masyarakat miskin  bekerja, karyawan kontrol kualitas perusahaan akan memiliki masalah  pelaporan pekerja ini, karena tidak ada hubungan pribadi. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="Any defects in the garments are quickly discovered when quality checks occur at all stages of the production process, because these checks involve the actual physical inspection of all items and components in the manufacturing process."&gt;Setiap  cacat dalam pakaian dengan cepat ditemukan saat pemeriksaan kualitas  terjadi pada semua tahapan proses produksi, karena pemeriksaan ini  melibatkan pemeriksaan fisik yang sebenarnya dari semua item dan  komponen dalam proses manufaktur.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="All garment manufacturers are advised to have a good quality control program in place."&gt;Semua produsen garmen disarankan untuk memiliki program kualitas kontrol yang baik di tempat. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="Without such a program, defective garments will be shipped to clients."&gt;Tanpa program seperti itu, cacat pakaian akan dikirim ke klien. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="Hiring a third-party quality control company is recommended, as they have the experience to implement the best systems."&gt;Menyewa  sebuah perusahaan pihak ketiga kontrol kualitas dianjurkan, karena  mereka memiliki pengalaman untuk menerapkan sistem terbaik. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="With the assistance of quality control experts, a company's products will be in good condition at all times, and the company will earn a reputation for their reliability and the quality of their goods."&gt;Dengan  bantuan ahli kontrol kualitas, produk perusahaan akan dalam kondisi  baik sepanjang waktu, dan perusahaan akan mendapatkan reputasi untuk  keandalan dan kualitas barang-barang mereka. &lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7459994452465794776-3603785996624894078?l=bisnis-harian.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://bisnis-harian.blogspot.com/2011/08/bagaimana-quality-control-perusahaan.html</link><author>noreply@blogger.com (Belajar Bisnis)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7459994452465794776.post-7444657696687072901</guid><pubDate>Wed, 03 Aug 2011 06:20:00 +0000</pubDate><atom:updated>2011-08-02T23:22:24.786-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">manajemen</category><title>Teknologi smart bergerak naikkan rantai pasok</title><description>&lt;span id="result_box" class="long_text" lang="id"&gt;&lt;span style="" title=""&gt;Pers  bisnis utama melaporkan bahwa pasar keuangan Asia pada rebound sebagai  konsekuensi dari berita bahwa AS akan menghindari default pada kewajiban  utangnya. &lt;/span&gt;&lt;span style="" title=""&gt;Ini bukan cerita hanya untuk merayakan pekan ini, namun. &lt;/span&gt;&lt;span style="" title=""&gt;"Teknologi  Smart" diperkirakan mendorong permintaan untuk produk-produk baru dalam  rantai pasokan, sehingga mempengaruhi berbagai macam transportasi dan  jasa logistik.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Asosiasi Industri  Semikonduktor (SIA), yang mewakili kepemimpinan AS di bidang manufaktur  semikonduktor dan desain, hari ini mengumumkan bahwa penjualan di  seluruh dunia semikonduktor adalah $ 24700000000 untuk bulan Juni 2011,  1,5 persen penurunan dari bulan sebelumnya ketika penjualan adalah $ 25  miliar 0,5 persen &lt;/span&gt;&lt;span style="" title=""&gt;penurunan dari tahun lalu. &lt;/span&gt;&lt;span title=""&gt;Penjualan pada kuartal kedua turun 2 persen dibandingkan dengan kuartal sebelumnya. &lt;/span&gt;&lt;span title=""&gt;Semua penjualan bulanan nomor mewakili rata-rata tiga bulan bergerak.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;"Meskipun  sederhana kontraksi bulan ini dalam penjualan, industri melihat  peningkatan 3,7 persen pada semester pertama tahun 2011 penjualan  dibandingkan dengan periode yang sama tahun lalu yang melihat  pertumbuhan rekor," kata Brian Toohey, presiden, Asosiasi Industri  Semikonduktor. &lt;/span&gt;&lt;span style="" title=""&gt;"Secara keseluruhan penjualan semikonduktor berada di jalur dengan proyeksi pertumbuhan 5,4 persen pertumbuhan untuk 2011."&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Keuntungan  dalam siklus PC menyegarkan perusahaan, permintaan smartphone dan  peningkatan investasi berikutnya dalam infrastruktur TI, serta pasar  berkembang di Cina, diimbangi oleh permintaan konsumen lebih lambat  dalam penjualan Juni. &lt;/span&gt;&lt;span style="" title=""&gt;Seperti yang  diharapkan, semua wilayah mengalami pertumbuhan, year to date dari tahun  lalu, kecuali Jepang, karena kawasan ini terus pulih dari dampak  bencana alam awal tahun ini. &lt;/span&gt;&lt;span style="" title=""&gt;Selain itu, konten semikonduktor akan terus meningkat di semua sektor penggunaan produk akhir terutama di sektor otomotif.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;"Industri  semikonduktor harus didorong oleh pengumuman Administrasi AS pada Jumat  standar ekonomi bahan bakar meningkat dan upaya untuk menyertakan  teknologi yang lebih hijau dan cerdas dalam kendaraan," kata Toohey.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Kami  setuju dengan SIA yang standar ini akan hadir kesempatan tambahan untuk  pertumbuhan dalam industri semikonduktor, dan sementara pelaksanaannya  tahun lagi, itu adalah indikator dari meningkatnya permintaan untuk  teknologi cerdas dan inovasi diaktifkan oleh microchip buatan AS dalam  pasokan &lt;/span&gt;&lt;span title=""&gt;rantai.&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;By Patrick Burnson&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7459994452465794776-7444657696687072901?l=bisnis-harian.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://bisnis-harian.blogspot.com/2011/08/teknologi-smart-bergerak-naikkan-rantai.html</link><author>noreply@blogger.com (Belajar Bisnis)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7459994452465794776.post-5108537708490552440</guid><pubDate>Wed, 03 Aug 2011 06:03:00 +0000</pubDate><atom:updated>2011-08-02T23:18:57.379-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">manajemen</category><title>Penggunaan Chart AQL di Quality Control</title><description>&lt;span id="result_box" class="long_text"&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="AQL is the acronym for Acceptable Quality Level, which means the lowest standard of quality allowed when goods are sampled on a continuous basis throughout production."&gt;AQL  adalah akronim untuk Tingkat Kualitas diterima, yang berarti standar  kualitas terendah diperbolehkan ketika barang sampel secara terus  menerus seluruh produksi. &lt;/span&gt;&lt;span title="This is one of the most vital quality control charts for mass production."&gt;Ini adalah salah satu kualitas yang paling penting grafik kontrol untuk produksi massal. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="The Acceptable Quality Level Chart is used to determine the minimum standard that need to be met for acceptable delivery to customers."&gt;Chart  Kualitas diterima Tingkat digunakan untuk menentukan standar minimum  yang harus dipenuhi untuk pengiriman diterima pelanggan.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="Initially, the increased demand for manufactured goods led to mass production."&gt;Awalnya, peningkatan permintaan untuk barang-barang manufaktur menyebabkan produksi massal. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="Unfortunately, with the advent of mass production, quality problems became more of an issue, and a system had to be put in place to handle this problem."&gt;Sayangnya,  dengan munculnya produksi massal, masalah kualitas menjadi lebih dari  sebuah isu, dan sistem harus diletakkan di tempat untuk menangani  masalah ini. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="However, it is not possible to check each and every item, as it would take too much time, and in some circumstance the items would be destroyed by testing."&gt;Namun,  tidak mungkin untuk memeriksa setiap barang, karena akan memakan waktu  terlalu banyak, dan dalam keadaan beberapa item akan dihancurkan oleh  pengujian. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="Therefore, the Acceptable Quality Level system was developed, which tests products via sampling."&gt;Oleh karena itu, sistem mutu yang dapat diterima Tingkat dikembangkan, yang tes produk melalui sampling. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="The AQL chart is used to define and regulate this system."&gt;Grafik AQL digunakan untuk mendefinisikan dan mengatur sistem ini.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="An experienced quality control manager, who is knowledgeable about the proper use of the AQL chart, is essential when it comes to checking for production errors, especially in clothing products."&gt;Kontrol  manajer kualitas yang berpengalaman, yang memiliki pengetahuan tentang  penggunaan yang tepat dari bagan AQL, adalah penting ketika datang untuk  memeriksa kesalahan produksi, terutama di produk pakaian. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="This manager assigns various tasks to their quality control team."&gt;Manajer ini memberikan berbagai tugas untuk tim pengendalian kualitas mereka. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="Each member of the team must understand how to effectively inspect and carry out audits."&gt;Setiap anggota tim harus memahami cara efektif memeriksa dan melakukan audit. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="Each must also understand how the work is actually done and how to lead a team of factory workers."&gt;Masing-masing juga harus memahami bagaimana pekerjaan sebenarnya dilakukan dan bagaimana untuk memimpin tim pekerja pabrik. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="The size of the factory will determine how many quality control staff members are required."&gt;Ukuran pabrik akan menentukan berapa banyak anggota staf kontrol kualitas yang diperlukan.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="For example, if 100,000 trouser zips are being produced, a certain number (the sample size) will be taken out and tested to see if they fit correctly and function properly."&gt;Sebagai  contoh, jika 100.000 ritsleting celana sedang diproduksi, sejumlah  tertentu (ukuran sampel) akan diambil dan diuji untuk melihat apakah  mereka cocok dengan benar dan berfungsi dengan baik. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="One zip may fail to pull up and down as it should, and two zips may not have been made according to the specifications."&gt;Satu  zip mungkin gagal untuk menarik naik dan turun sebagaimana mestinya,  dan dua ritsleting tidak mungkin telah dibuat sesuai dengan spesifikasi.  &lt;/span&gt;&lt;span title="The pass data is then taken according to this percentage."&gt;Data pass kemudian dibawa sesuai dengan persentase ini. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="The percentage of the total items that will be inspected is based upon the percentage that failed this inspection."&gt;Persentase dari total item yang akan diperiksa didasarkan pada persentase yang gagal pemeriksaan ini.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title="Many people feel that the Acceptable Quality Level chart is not accurate enough."&gt;Banyak orang merasa bahwa grafik dapat diterima Tingkat Kualitas tidak cukup akurat. &lt;/span&gt;&lt;span title="They argue that having a lowest standard level allows too many inferior good to pass through production."&gt;Mereka berpendapat bahwa memiliki tingkat standar terendah memungkinkan barang inferior terlalu banyak untuk melewati produksi. &lt;/span&gt;&lt;span title="However, as with most systems under good quality control management, the AQL chart is most effective when used by a capable quality control manager, who ensures that the lowest standard acceptable is a good standard."&gt;Namun,  seperti kebanyakan sistem di bawah manajemen pengendalian kualitas yang  baik, bagan AQL paling efektif bila digunakan oleh seorang manajer  pengendalian kualitas yang mampu, yang memastikan bahwa standar terendah  diterima adalah standar yang baik.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title="Most experts feel that the chart does provide for reliable statistics."&gt;Kebanyakan ahli merasa bahwa grafik tidak menyediakan statistik yang dapat diandalkan. &lt;/span&gt;&lt;span title="They also feel that it provides the correct sampling for standards like size, workmanship and material quality."&gt;Mereka  juga merasa bahwa ia menyediakan pengambilan sampel yang benar untuk  standar seperti kualitas ukuran, pengerjaan dan material. &lt;/span&gt;&lt;span title="The chart includes the total quantity of a batch that is being checked, as well as the inspection levels and general inspection levels."&gt;Grafik termasuk jumlah total dari batch yang sedang diperiksa, serta tingkat pemeriksaan dan tingkat pemeriksaan umum. &lt;/span&gt;&lt;span title="The most commonly used is the general inspection levels."&gt;Yang paling umum digunakan adalah tingkat pemeriksaan umum. &lt;/span&gt;&lt;span title="Many people choose a higher inspection level, which corresponds to a larger sample size, when the goods are more valuable (ie jewelry, watches, etc.)."&gt;Banyak  orang memilih tingkat inspeksi yang lebih tinggi, yang sesuai dengan  ukuran sampel yang lebih besar, saat barang lebih berharga (perhiasan  yaitu, jam tangan, dll). &lt;/span&gt;&lt;span title="Based on the meeting point between the batch quantity and the inspection level, the chart provides the acceptable quality level."&gt;Berdasarkan  titik pertemuan antara kuantitas batch dan tingkat pemeriksaan, grafik  memberikan tingkat kualitas yang dapat diterima. &lt;/span&gt;&lt;span title="From this level, inspectors determine how many defects are permissible."&gt;Dari level ini, inspektur menentukan berapa banyak cacat yang diperbolehkan. &lt;/span&gt;&lt;span title="The number of allowable defects may also be divided into those that are deemed &amp;quot;major&amp;quot; and &amp;quot;minor.&amp;quot;"&gt;Jumlah cacat diijinkan juga dapat dibagi menjadi orang-orang yang dianggap "besar" dan "kecil." &lt;/span&gt;&lt;span title="Should the amount of defects in a sampled batch exceed the number allowed, the entire batch will be fail the inspection."&gt;Jika jumlah cacat dalam batch sampel melebihi jumlah yang diizinkan, seluruh batch akan gagal inspeksi.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title="When using the Acceptable Quality Level chart with lower numbers, such as 0.02, the standard is higher and more difficult to meet."&gt;Bila  menggunakan grafik Kualitas Tingkat diterima dengan angka lebih rendah,  seperti 0,02, standar lebih tinggi dan lebih sulit untuk bertemu. &lt;/span&gt;&lt;span title="But the chance that defective items would make it into the shipment would be very small."&gt;Tapi kemungkinan bahwa barang yang cacat akan membuatnya menjadi pengiriman akan sangat kecil. &lt;/span&gt;&lt;span title="When higher numbers are used, such as 500, the standard drops."&gt;Ketika nomor yang lebih tinggi digunakan, seperti 500, turun standar.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title="Even though critics of the AQL chart argue that it permits poor quality goods to make it onto the market, it is a system that has proven its effectiveness over the years."&gt;Meskipun  kritik dari bagan AQL berpendapat bahwa hal itu memungkinkan  barang-barang berkualitas buruk untuk membuat ke pasar, itu adalah  sistem yang telah terbukti efektivitasnya selama bertahun-tahun. &lt;/span&gt;&lt;span title="From the very advent of mass production, it was apparent that each item could not be individually checked without a great loss in terms of time and efficiency."&gt;Dari  munculnya produksi massal yang sangat, tampak jelas bahwa setiap item  tidak bisa secara individual diperiksa tanpa kerugian besar dalam hal  waktu dan efisiensi. &lt;/span&gt;&lt;span title="The AQL chart provides a systematic approach to testing, and without it the defect rates would be extremely high."&gt;Grafik AQL menyediakan pendekatan sistematis untuk pengujian, dan tanpa itu tingkat cacat akan sangat tinggi. &lt;/span&gt;&lt;span style="background-color: rgb(255, 255, 255);" title="Thus, the AQL chart is definitely the answer to the quality control problems posed by mass production."&gt;Dengan demikian, bagan AQL pasti jawaban untuk masalah kontrol kualitas yang ditimbulkan oleh produksi massal.&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;em&gt;By     &lt;a href="http://ezinearticles.com/?expert=Andrew_Reich" rel="author" title="EzineArticles Expert Author Andrew Reich"&gt;     Andrew Reich    &lt;/a&gt;&lt;/em&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7459994452465794776-5108537708490552440?l=bisnis-harian.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://bisnis-harian.blogspot.com/2011/08/penggunaan-chart-aql-di-quality-control.html</link><author>noreply@blogger.com (Belajar Bisnis)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7459994452465794776.post-262785090969294569</guid><pubDate>Wed, 03 Aug 2011 05:57:00 +0000</pubDate><atom:updated>2011-08-02T23:03:24.787-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">manajemen</category><title>Manajemen Risiko: The Inconvenient Truth</title><description>&lt;span id="result_box" class="long_text" lang="id"&gt;&lt;span style="" title=""&gt;Meskipun  saya berbicara tentang manajemen risiko proyek saya melihat diri saya  sebagai konsultan manajemen proyek yang berfokus pada manajemen risiko  karena saya pribadi percaya bahwa sangat penting untuk pengiriman proyek  yang sukses. &lt;/span&gt;&lt;span title=""&gt;Tampaknya meskipun bahwa aku dalam minoritas. &lt;/span&gt;&lt;span style="" title=""&gt;Aku  telah menghabiskan waktu yang lama bertanya mengapa lebih banyak orang  tidak menggunakan manajemen risiko, tapi sejujurnya itu masih tidak  mudah untuk menjawab pertanyaan sekarang daripada yang pernah telah. &lt;/span&gt;&lt;span title=""&gt;Jadi saya hanya akan menyebutnya seperti yang saya lihat.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Manajer  proyek tidak melakukan cukup untuk mengidentifikasi dan mengelola  risiko dan papan proyek membiarkan mereka pergi dengan itu. &lt;/span&gt;&lt;span style="" title=""&gt;Biaya  untuk organisasi kita tidak hanya diukur dari segi uang yang hilang  pada proyek-proyek individu, tetapi dalam kesempatan yang hilang untuk  organisasi secara keseluruhan. &lt;/span&gt;&lt;span style="" title=""&gt;Sampai kita menghadapi kebenaran ini dan berurusan dengan hal itu, kami akan terus menderita konsekuensinya.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Sekarang aku tidak mengatakan bahwa manajer proyek langsung berbohong kepada papan proyek mereka. &lt;/span&gt;&lt;span style="" title=""&gt;Apa  yang saya katakan adalah bahwa terlalu sering rencana proyek, yang  tidak lengkap, kurang dipikirkan dengan matang dan tidak didukung oleh  apa pun selain melihat manajer proyek dunia, diterima tanpa pengujian  ketat oleh dewan. &lt;/span&gt;&lt;span style="" title=""&gt;Jika ada papan proyek  hanya mengambil satu rencana yang disajikan untuk itu dan menantang  manajer proyek untuk menjelaskannya, papan yang mungkin akan menemukan  bahwa rencana tidak akan bertahan lebih dari inspeksi beberapa menit.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Jika hal ini sedikit konfrontatif, jangan menembak pembawa pesan. &lt;/span&gt;&lt;span style="" title=""&gt;Aku  hanya mengatakan apa yang saya percaya selama bertahun-tahun sekarang  dan saya didukung oleh studi yang tampaknya untuk mengatakan hal yang  sama. &lt;/span&gt;&lt;span style="" title=""&gt;Yang terbaru datang dari Economist Intelligence Unit. &lt;/span&gt;&lt;span style="" title=""&gt;Dalam  studi tersebut, "Aksi Memesan Efek Terlebih Dahulu: Risiko Portofolio  Mitigasi Proyek di Industri Jasa Keuangan" mereka menemukan bahwa  "pendekatan proaktif, yang membutuhkan baik praktik manajemen proyek  yang ketat dan eksekutif pemberani bersedia untuk membuat keputusan  sulit, tidak biasa dalam industri."&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Jadi apa yang perlu berubah? &lt;/span&gt;&lt;span style="" title=""&gt;Nah,  manajer proyek perlu untuk memulai dengan memasukkan kegiatan-kegiatan  manajemen risiko ke dalam perencanaan di muka mereka dan mereka juga  perlu untuk terus meninjau, mengelola dan mengomunikasikan risiko yang  tepat jalan melalui dari awal sampai akhir proyek mereka. &lt;/span&gt;&lt;span style="" title=""&gt;Papan  proyek perlu berada di tampilan-out untuk informasi tentang risiko dan  bukti bahwa risiko tersebut dikelola, bukan hanya dilaporkan. &lt;/span&gt;&lt;span style="" title=""&gt;Itu  berarti memberikan manajer proyek sesekali memanggang tentang  risiko-risiko utama daripada hanya menerima laporan resiko bahkan tanpa  menantang mereka.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Semakin cepat  bahwa manajer proyek baik dan papan proyek bergabung untuk mengatasi  risiko cepat bahwa mereka dapat bergerak untuk merangkul peluang.&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;em&gt;By     &lt;a href="http://ezinearticles.com/?expert=Bryan_Barrow" rel="author" title="EzineArticles Expert Author Bryan Barrow"&gt;     Bryan Barrow    &lt;/a&gt;&lt;/em&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7459994452465794776-262785090969294569?l=bisnis-harian.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://bisnis-harian.blogspot.com/2011/08/manajemen-risiko-inconvenient-truth.html</link><author>noreply@blogger.com (Belajar Bisnis)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7459994452465794776.post-3036364755831883378</guid><pubDate>Wed, 03 Aug 2011 05:52:00 +0000</pubDate><atom:updated>2011-08-02T22:57:30.562-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">manajemen</category><title>Manajemen Rantai Pasokan: Inflasi mungkin ancaman menjulang</title><description>&lt;span id="result_box" class="long_text" lang="id"&gt;&lt;span style="" title=""&gt;Oleh Patrick Burnson, Editor Eksekutif&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;29 Juni 2011 - SCMR Editorial&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Kenaikan  harga dan tekanan inflasi lainnya dapat mengurangi keuntungan  perusahaan hingga 9 persen pada 2011 dan 2012, menurut penelitian baru  dari Hackett Group, sebuah perusahaan penasihat bisnis global strategis.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Untuk  sebuah perusahaan yang khas dengan $ 27800000000 pendapatan, studi  Hackett memperkirakan bahwa komoditas dan inflasi tenaga kerja lepas  pantai bisa berkendara hit $ 150,000,000 / tahun ke baris bawah. &lt;/span&gt;&lt;span style="" title=""&gt;Hackett  studi menemukan tanda-tanda peringatan baru inflasi di cakrawala, kata  Hackett Kepala Research Officer Michel Janssen dalam sebuah wawancara  dengan SCMR.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;"Ekspansi global telah menjadi kekuatan deflasi terbesar dalam sejarah," kata Janssen. &lt;/span&gt;&lt;span title=""&gt;"Sekarang AS mengimpor inflasi."&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Menurut  studi, yang disurvei eksekutif di perusahaan global besar, inflasi  baru-baru ini harga komoditas cenderung meningkat secara signifikan  selama 12 bulan ke depan, dan disertai dengan inflasi yang meningkat  dalam biaya tenaga kerja internal dan layanan eksternal.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Perusahaan  dalam studi ini melaporkan bahwa mereka akan melewati setengah dari  biaya-biaya tambahan ke pembeli mereka tetapi bagian lain dari biaya ini  akan perlu diserap oleh organisasi mereka. &lt;/span&gt;&lt;span style="" title=""&gt;Selain  itu, sementara sebagian besar perusahaan dalam studi Hackett mengatakan  mereka secara efektif dapat mengantisipasi kenaikan harga komoditas,  lebih dari 60 persen mengatakan mereka belum berhasil mengurangi  biaya-biaya tersebut. &lt;/span&gt;&lt;span style="" title=""&gt;Bagian dari  tantangan ini adalah bahwa beberapa eksekutif hari ini telah mengalami  inflasi yang signifikan, terakhir terlihat pada tahun 1981, sehingga  organisasi harus mempelajari cara terbaik untuk mengelola inflasi  tantangan lagi.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Perusahaan sudah mulai  merasakan dampak kenaikan harga komoditas, dan telah melihat harga  komoditas naik hampir 5 persen selama tahun lalu, menurut studi Hackett.  &lt;/span&gt;&lt;span title=""&gt;Komoditas utama seperti minyak mentah dan logam  telah meningkat secara dramatis, dengan beberapa harga lebih dari dua  kali lipat selama dua tahun terakhir. &lt;/span&gt;&lt;span title=""&gt;Komoditi  volatilitas harga juga merupakan faktor utama, setelah meningkat hampir  60 persen sejak sebelum resesi terakhir, menurut penelitian Hackett.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Tapi  dalam 12 bulan ke depan, perusahaan dalam penelitian Hackett mengatakan  mereka mengharapkan tingkat inflasi untuk keseluruhan komoditas  meningkat lebih dari 30 persen, menjadi 6,3 persen per tahun. &lt;/span&gt;&lt;span style="" title=""&gt;Pada  saat yang sama, perusahaan-perusahaan ini mengharapkan tingkat inflasi  untuk tenaga kerja internal untuk lebih dari tiga kali lipat, naik dari  0,7 persen menjadi 2,2 persen, dan tingkat inflasi untuk jasa eksternal  pengeluaran meningkat lebih dari dua kali lipat, dari 1,2 persen menjadi  &lt;/span&gt;&lt;span title=""&gt;3 persen.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Tenaga  kerja dan inflasi layanan biaya yang sebagian didorong oleh pengetatan  pasar tenaga kerja di India, Cina, dan lainnya rendah-biaya pasar tenaga  kerja, didorong oleh permintaan meningkat. &lt;/span&gt;&lt;span style="" title=""&gt;Kebanyakan indikator untuk India dan China untuk sekitar titik inflasi 6-10 persen untuk 2011.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;"Inflasi telah menjadi salah satu isu utama dengan klien kami," kata Janssen. &lt;/span&gt;&lt;span style="" title=""&gt;"Kekuatan  adalah kembali ke ekonomi global, tetapi tingkat inflasi telah  meningkat secara signifikan, dan klien prihatin tentang dampak inflasi  lebih lanjut selama tahun mendatang. &lt;/span&gt;&lt;span style="" title=""&gt;Seperti  rusa pepatah dalam lampu, banyak perusahaan melihat bahaya yang  mendekat, tetapi tidak tahu bagaimana untuk keluar dari jalan. &lt;/span&gt;&lt;span style="" title=""&gt;Ada potensi nyata untuk semua ini berdampak pada pertumbuhan, profitabilitas, dan harga konsumen. &lt;/span&gt;&lt;span style="" title=""&gt;Ini  sangat sulit untuk menepati janji Anda untuk Wall Street ketika Anda  tidak bisa secara akurat meramalkan atau mengendalikan pengeluaran Anda.  "&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7459994452465794776-3036364755831883378?l=bisnis-harian.blogspot.com' alt='' /&gt;&lt;/div&gt;</description><link>http://bisnis-harian.blogspot.com/2011/08/manajemen-rantai-pasokan-inflasi.html</link><author>noreply@blogger.com (Belajar Bisnis)</author></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7459994452465794776.post-9143325788346183294</guid><pubDate>Wed, 03 Aug 2011 05:38:00 +0000</pubDate><atom:updated>2011-08-02T22:42:48.572-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">manajemen</category><title>Bagaimana Optimasi Persediaan Membuka Persiapan Profitabilitas</title><description>&lt;span id="result_box" class="long_text" lang="id"&gt;&lt;span style="" title=""&gt;Selama  dekade terakhir, optimasi persediaan telah pindah dari gagasan teoritis  diturunkan ke instruksi kelas untuk alat praktis yang meningkatkan  profitabilitas perusahaan. &lt;/span&gt;&lt;span style="" title=""&gt;Driver yang  mendasari persediaan, dalam bentuk variabilitas permintaan dan  penawaran, yang umum untuk semua rantai pasokan, membuat persediaan  optimasi (IO) berlaku untuk setiap industri.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Menggarisbawahi  penerapan yang luas dari IO, bisnis beragam telah menyadari peningkatan  dramatis dalam kinerja supply chain termasuk:&lt;br /&gt;&lt;br /&gt;    &lt;/span&gt;&lt;span style="" title=""&gt;Kasus  New Holland dieksekusi strategi penundaan yang mengurangi persediaan  total sebesar 20 persen untuk lini traktor kompak. (1)&lt;br /&gt;&lt;br /&gt;    &lt;/span&gt;&lt;span style="" title=""&gt;Hewlett Packard mencapai lebih dari $ 130 juta di tabungan total persediaan. (2)&lt;br /&gt;&lt;br /&gt;    &lt;/span&gt;&lt;span style="" title=""&gt;Microsoft  meningkatkan perputaran persediaan 18-20 persen sementara secara  bersamaan meningkatkan tingkat mengisi dengan 6-7 persen. (3)&lt;br /&gt;&lt;br /&gt;    &lt;/span&gt;&lt;span style="" title=""&gt;Procter &amp;amp; Gamble mengurangi tingkat persediaan sebesar $ 100 juta untuk divisi keindahannya. (4)&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Hasil ini tidak terisolasi insiden. &lt;/span&gt;&lt;span style="" title=""&gt;Bagi perusahaan yang menerapkan IO, 10 sampai 30 persen pengurangan persediaan total yang umum. &lt;/span&gt;&lt;span style="" title=""&gt;Artikel  ini mendokumentasikan transisi ke IO, apa perusahaan telah mendapatkan  dari penerapan optimasi persediaan, dan bagaimana alat ini dapat  diintegrasikan ke dalam setiap perusahaan. &lt;/span&gt;&lt;span style="" title=""&gt;Saya  juga akan meninjau contoh-contoh dunia nyata dari IO dalam tindakan,  kunci sukses, dan pertanyaan Anda perlu bertanya pada diri sendiri  sebelum bergerak maju dengan inisiatif IO.&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Bagaimana Apakah Kita Dapatkan Disini?&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Empat  faktor telah memberikan kontribusi terhadap pertumbuhan optimasi  persediaan dalam dekade terakhir: keberhasilan operasi yang berfokus  inisiatif perbaikan; rekonsiliasi brute force pasokan dan permintaan;  fokus pada metrik untuk kinerja rantai pasokan; dan keberadaan perangkat  lunak komersial IO &lt;/span&gt;&lt;span title=""&gt;.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Pertama,  IO adalah dibangun di atas fondasi yang didirikan oleh rekayasa ulang  proses bisnis yang sukses, lean manufacturing, dan enam proyek sigma. &lt;/span&gt;&lt;span title=""&gt;Sementara  inisiatif ini berbeda, dan masing-masing layak dari artikel mereka  sendiri, mereka relevan dengan IO karena mereka membangun hubungan yang  ketat antara input dan output rantai pasokan. &lt;/span&gt;&lt;span title=""&gt;Selanjutnya, mereka menyediakan landasan terbaik yang dapat mempercepat manfaat yang direalisasikan dari optimasi persediaan.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Kedua, perusahaan telah bekerja keras untuk menghilangkan kotor ketidakseimbangan antara penawaran dan permintaan. &lt;/span&gt;&lt;span title=""&gt;Dengan  membuat tingkat kapasitas dan rencana pembelian bahan lebih erat sesuai  permintaan yang diproyeksikan, ada penekanan lebih besar pada benar  menetapkan target persediaan. &lt;/span&gt;&lt;span title=""&gt;Menyusul krisis  keuangan global dan selanjutnya pemotongan persediaan di seluruh papan,  tidak ada lagi kelebihan kapasitas produksi atau persediaan persediaan  sisa membangun untuk memenuhi fluktuasi dalam permintaan. &lt;/span&gt;&lt;span title=""&gt;Sekarang,  seseorang harus memenuhi fluktuasi dengan target persediaan ilmiah  berasal, yang membutuhkan perangkat lunak terbukti IO untuk  mengoptimalkan rantai pasokan end-to-end.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Ketiga,  telah ada adopsi signifikan metrik, seperti tingkat pelayanan dan uang  tunai ke kas waktu siklus, yang memerlukan orientasi rantai pasokan dan  hanya dapat ditingkatkan dengan alat seperti IO.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Keempat,  perangkat lunak terbukti mampu memecahkan masalah yang kompleks IO di  seluruh jaringan rantai pasokan global sekarang tersedia secara  komersial. &lt;/span&gt;&lt;span title=""&gt;Dibandingkan dengan metode optimasi  deterministik yang mendasari perencanaan lanjutan dan (APS) sistem  penjadwalan, matematika yang mendasari untuk masalah persediaan  diperlukan pengembangan metode solusi nonlinier stokastik integer. &lt;/span&gt;&lt;span title=""&gt;Sementara  ini matematika IO berbeda dari matematika APS, tidak spesifik industri,  dengan demikian, software yang sama dapat digunakan di industri yang  berbeda untuk secara optimal mengatur dan mengelola posisi persediaan.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Apa Optimasi Persediaan?&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Optimasi  persediaan lahir sebagai pendekatan algoritmik canggih untuk memahami  dan mengukur propagasi ketidakpastian permintaan dan pasokan di seluruh  rantai pasokan multi-level. &lt;/span&gt;&lt;span style="" title=""&gt;Hari ini dianggap sebagai kompetensi inti di kedua pertengahan ukuran dan Fortune 500 perusahaan dalam berbagai industri. &lt;/span&gt;&lt;span title=""&gt;IO  telah terbukti menjadi proses yang berkelanjutan untuk membebaskan  jutaan dolar dalam modal kerja dengan mengurangi persediaan tanpa  merusak tingkat layanan. &lt;/span&gt;&lt;span title=""&gt;Tidak seperti tradisional  "pesta-dan-membersihkan" siklus overproduksi diikuti oleh brute force  pengurangan, IO memungkinkan perusahaan untuk mencapai penghematan dan  ternyata meningkatkan persediaan saat mengemudi lebih banyak keuntungan  ke baris bawah.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Singkatnya, optimasi  persediaan ilmiah menentukan target persediaan minimum di seluruh  jaringan rantai pasokan tunduk pada batasan yang ditetapkan oleh  perencana.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Berbeda Cara Mengatur Perusahaan Sasaran Inventarisasi Hari ini&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Perusahaan ini menetapkan target persediaan dalam berbagai cara. &lt;/span&gt;&lt;span title=""&gt;Metode  yang digunakan dapat dilihat di sepanjang kontinum berikut dari  sepenuhnya ad hoc dan heuristik untuk global yang optimal: (1) tidak ada  target formal; (2) menerapkan aturan praktis, (3) penggunaan  tunggal-tahap perhitungan, dan (4) menggunakan multi &lt;/span&gt;&lt;span title=""&gt;eselon-alat perangkat lunak.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Pada tingkat yang paling sederhana, beberapa perusahaan masih tidak menetapkan target persediaan formal. &lt;/span&gt;&lt;span style="" title=""&gt;Sebaliknya, mereka mengelola persediaan dengan bantalan jadwal dan membuat item lebih awal dari yang dibutuhkan. &lt;/span&gt;&lt;span title=""&gt;Untuk semua tapi yang paling sederhana produk, pendekatan keamanan-waktu adalah sangat tidak memadai. &lt;/span&gt;&lt;span title=""&gt;Pendekatan yang lebih umum adalah dengan menggunakan target aturan-of-thumb. &lt;/span&gt;&lt;span style="" title=""&gt;Hal ini melibatkan pengaturan hari pasokan (DOS) menargetkan cakupan untuk setiap item. &lt;/span&gt;&lt;span title=""&gt;Sementara DOS aturan praktis yang mudah untuk memahami, mereka memiliki dua keterbatasan yang serius. &lt;/span&gt;&lt;span title=""&gt;Pertama, DOS adalah berdasarkan permintaan rata-rata dan tidak variabilitas. &lt;/span&gt;&lt;span title=""&gt;Kedua,  DOS pendekatan ke depan sedangkan target persediaan yang benar-benar  mundur mencari karena mereka adalah hasil dari keputusan produksi dibuat  dalam periode-periode sebelumnya.&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Tampilan 1 menyajikan ilustrasi dunia nyata dari masalah ke depan target di Microsoft. &lt;/span&gt;&lt;span title=""&gt;Dalam  hal ini, target ke depan DOS mengurangi persediaan terlalu cepat karena  dalam periode puncak permintaan target DOS sudah melihat ke depan untuk  periode off-peak. &lt;/span&gt;&lt;span title=""&gt;Dengan demikian, target DOS menurunkan tingkat persediaan sebelum periode penjualan puncak, yang menghasilkan penjualan hilang. &lt;/span&gt;&lt;span title=""&gt;Target DOS juga membangun persediaan sampai sementara permintaan masih dalam periode rendah. &lt;/span&gt;&lt;span title=""&gt;Jadi  tidak hanya tingkat layanan menderita tetapi tingkat persediaan secara  keseluruhan untuk tahun lebih tinggi daripada mereka harus bila  dibandingkan dengan hasil dari IO. &lt;/span&gt;&lt;span style="" title=""&gt;(Lebih rinci tentang isu ini dan terkait misalnya Microsoft dapat ditemukan dalam Neale dan Willems, 2008.)&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Perhitungan single stage merupakan perbaikan dari aturan praktis-tapi mereka masih memiliki keterbatasan yang signifikan. &lt;/span&gt;&lt;span title=""&gt;Pertama, adalah lebih tepat untuk memikirkan model ini sebagai menghitung vs mengoptimalkan. &lt;/span&gt;&lt;span title=""&gt;Dengan hanya melihat satu item pada satu lokasi, masalah persediaan yang dihasilkan sering mengurangi ke perhitungan sederhana. &lt;/span&gt;&lt;span title=""&gt;Karena item tunggal sedang menatap dalam isolasi, tidak mempertimbangkan efek pada seluruh jaringan. &lt;/span&gt;&lt;span title=""&gt;Jika Anda membuka buku persediaan, yang Anda cari di perhitungan satu tahap yang dapat didukung dalam sistem APS khas. &lt;/span&gt;&lt;span title=""&gt;Jadi,  sementara kesalahan dimengerti, itu sebenarnya kesalahan untuk  memikirkan solusi panggung tunggal sebagai melakukan optimasi yang  benar. &lt;/span&gt;&lt;span title=""&gt;Pada kenyataannya, solusi ini menyederhanakan masalah sejauh perhitungan tunggal dapat dilakukan. &lt;/span&gt;&lt;span title=""&gt;Ini  merupakan perbaikan atas aturan DOS praktis untuk memastikan, tapi  jatuh secara signifikan pendek secara optimal memecahkan masalah  persediaan.&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Model optimasi persediaan di tingkat lokasi SKU untuk mengidentifikasi mana yang terbaik untuk menahan persediaan. &lt;/span&gt;&lt;span title=""&gt;Representasi ini seringkali lebih rinci dari bagaimana non-supply-chain-orang berpikir masalah. &lt;/span&gt;&lt;span title=""&gt;Sebagai contoh, orang awam mungkin berpikir persediaan diadakan di pusat distribusi sebagai salah satu tumpukan persediaan. &lt;/span&gt;&lt;span title=""&gt;Namun  tim rantai pasokan harus memikirkan persediaan di semua negara yang  mungkin di DC, karena persediaan dapat diselenggarakan di semua tiga  negara-misalnya, persediaan mentah yang belum diproses, dikemas  persediaan yang telah kitted dengan item lainnya, &lt;/span&gt;&lt;span title=""&gt;dan dikemas persediaan yang didedikasikan untuk pelanggan saluran utama. &lt;/span&gt;&lt;span style="" title=""&gt;Untuk  menghasilkan rencana persediaan layak, semua tiga lokasi perlu  dimodelkan untuk tujuan menetapkan target persediaan taktis yang dapat  di-upload ke dalam sistem perencanaan secara mingguan atau bulanan.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Adalah penting untuk mengenali bahwa input ke alat bantu IO bisa sangat sederhana. &lt;/span&gt;&lt;span title=""&gt;IO Data persyaratan untuk persediaan alat optimasi dapat berfokus terutama pada daftar yang terbatas di bawah ini:&lt;br /&gt;&lt;br /&gt;    &lt;/span&gt;&lt;span title=""&gt;Karakterisasi permintaan dan volatilitas.&lt;br /&gt;&lt;br /&gt;    &lt;/span&gt;&lt;span title=""&gt;Service level sasaran.&lt;br /&gt;&lt;br /&gt;    &lt;/span&gt;&lt;span title=""&gt;Tahap memegang persediaan biaya.&lt;br /&gt;&lt;br /&gt;    &lt;/span&gt;&lt;span title=""&gt;Tahap memimpin waktu.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Contoh  data tambahan yang dapat membantu meningkatkan kualitas hasil dari  model IO adalah perkiraan variabilitas lead time, kendala pada kinerja  pengiriman untuk tahapan, dan periode tinjauan yang mendasari untuk  bagian yang berbeda dari rantai suplai.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Dengan  data di daerah yang tercantum di atas, alat IO mengevaluasi semua  tingkat penebaran persediaan di seluruh rantai pasokan yang memenuhi  persyaratan tingkat layanan yang diinginkan. &lt;/span&gt;&lt;span title=""&gt;Tingkat stok yang menghasilkan biaya persediaan minimum kebijakan persediaan yang optimal dan hasil dari alat IO.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Apa Hasil Optimasi Persediaan Lihat Seperti?&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Farasyn et. &lt;/span&gt;&lt;span title=""&gt;al  (2011) dokumen aplikasi alat IO di Procter &amp;amp; Gamble.5 Tampilan 5  adalah model IO disederhanakan untuk satu keluarga produk (make up cair)  dalam rantai keseluruhan Amerika Utara Kosmetik pasokan. &lt;/span&gt;&lt;span title=""&gt;Rantai  terdiri dari 8 bahan baku yang unik, 10 kosong uncolored  bekerja-dalam-proses bahan (WIPS), 24 bahan WIP berwarna, 150 bahan  kemasan, 18 subassemblies menengah (barang jadi sebagian dirakit), dan  75 barang jadi yang bergerak dari kemasan selesai &lt;/span&gt;&lt;span title=""&gt;ke pusat AS dan Kanada distribusi dan akhirnya ke pelanggan ritel. &lt;/span&gt;&lt;span title=""&gt;Subassemblies menengah juga harus memenuhi permintaan untuk barang-barang promosi. &lt;/span&gt;&lt;span style="" title=""&gt;Secara total, model mengandung 500 tahap (SKU di lokasi) dan lebih dari 700 busur (bill of material antara lokasi SKU).&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Istirahat Persediaan Ke Komponen nya&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Dalam rangka mengoptimalkan tingkat persediaan, perlu untuk mengakui persediaan yang tidak satu kuantitas monolitik. &lt;/span&gt;&lt;span title=""&gt;Hal ini dapat dipecah menjadi komponen yang ada untuk alasan dialihkan. &lt;/span&gt;&lt;span title=""&gt;Beberapa  kategori yang paling penting dari persediaan meliputi saham  antisipatif, saham siklus, saham kedatangan awal, pemasaran saham, saham  usang, saham pipa, saham prebuilt, dan safety stock.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Stok siklus persediaan karena frekuensi produksi. &lt;/span&gt;&lt;span title=""&gt;Awal kedatangan saham adalah karena ketidakpastian dalam waktu pengiriman terkoordinasi. &lt;/span&gt;&lt;span title=""&gt;Saham  Pemasaran adalah persediaan tambahan ditempatkan di lokasi pelanggan  untuk merangsang permintaan atau memuaskan pengecer rak-ruang  persyaratan. &lt;/span&gt;&lt;span title=""&gt;Stok persediaan usang adalah produk unsalable yang seringkali tertinggal di buku-buku untuk tujuan akuntansi dan keuangan. &lt;/span&gt;&lt;span title=""&gt;Saham pipa didasarkan pada kali memimpin dalam rantai pasokan. &lt;/span&gt;&lt;span title=""&gt;Saham prebuild adalah persediaan dibangun depan permintaan karena keterbatasan kapasitas. &lt;/span&gt;&lt;span style="" title=""&gt;Ada  beberapa kelas safety stock masing-masing spesifik untuk jenis  variabilitas, baik itu perkiraan variabilitas, variabilitas persediaan,  atau variabilitas manufaktur.&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Daftar kami tidak sepenuhnya menghitung semua jenis persediaan. &lt;/span&gt;&lt;span style="" title=""&gt;Misalnya,  persediaan konsinyasi mungkin memerlukan penunjukan terpisah (meskipun  mereka dapat dianggap saham pemasaran) sementara beberapa proses  manufaktur memerlukan pengobatan atau langkah lain keterlambatan  (meskipun mereka dapat dianggap saham pipa). &lt;/span&gt;&lt;span title=""&gt;Juga, promosi saham (dalam bentuk PDQs) memiliki karakteristik yang membuat mereka mirip namun berbeda dari saham pemasaran.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Perlu  dicatat bahwa, terutama ketika datang untuk melaporkan metrik  persediaan untuk manajemen senior, tidak perlu untuk melacak semua  kategori. &lt;/span&gt;&lt;span title=""&gt;Namun, perlu untuk menentukan kategori yang "bergerak jarum" dalam hal kinerja supply chain. &lt;/span&gt;&lt;span style="" title=""&gt;Aturan praktis yang baik adalah untuk mengukur setiap kategori yang terdiri lebih dari 20 persen dari total persediaan.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Melanggar persediaan ke dalam kategori penting untuk tiga alasan.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;1. &lt;/span&gt;&lt;span title=""&gt;Tidak persediaan semua sama pentingnya untuk bisnis. &lt;/span&gt;&lt;span style="" title=""&gt;Jika persediaan tidak dipecah menjadi komponen-komponennya, tidak dapat dilacak atau ditingkatkan. &lt;/span&gt;&lt;span title=""&gt;Ini tidak akan biasa bagi perusahaan menengah untuk memiliki lebih dari 100 juta dolar dalam persediaan. &lt;/span&gt;&lt;span title=""&gt;Jika hanya semua dilaporkan sebagai satu ember raksasa biaya, maka tidak dapat ditingkatkan.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;2. &lt;/span&gt;&lt;span title=""&gt;Driver  bisnis dari berbagai kategori persediaan berbeda sehingga mereka tidak  bisa semua ditingkatkan dengan cara yang sama atau dengan kecepatan yang  sama. &lt;/span&gt;&lt;span title=""&gt;Matematika yang berbeda dibutuhkan untuk setiap kategori. &lt;/span&gt;&lt;span style="" title=""&gt;Secara  khusus, safety stock komponen, karena didorong oleh variabilitas di  kedua permintaan dan penawaran, adalah komponen yang paling sulit untuk  memecahkan tanpa model multi-eselon optimasi persediaan terbukti.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;3. &lt;/span&gt;&lt;span style="" title=""&gt;Jika  dekrit manajemen turun pada hari pertama kuartal untuk memotong  persediaan dengan 10 persen dalam waktu satu bulan, hanya safety stock  (dan mungkin saham siklus) dapat dikurangi dengan cepat. &lt;/span&gt;&lt;span title=""&gt;Semua  kategori lainnya (seperti prebuild, pemasaran atau saham usang)  didorong oleh faktor-faktor lain yang tidak dapat dengan mudah atau  dengan cepat berubah-jika mereka dapat berubah sama sekali. &lt;/span&gt;&lt;span title=""&gt;Jadi inisiatif pengurangan persediaan 10 persen bisa diterjemahkan ke dalam syarat 30 persen pengurangan safety stock. &lt;/span&gt;&lt;span style="" title=""&gt;(Ini  dua titik terakhir menekankan mengapa IO telah tumbuh dalam pentingnya  selama dekade terakhir sebagai perusahaan menanggapi peningkatan  volatilitas di pasar global.)&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Buat Siklus budiman Optimization Persediaan&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Optimasi  persediaan beroperasi baik di tingkat perencanaan taktis dan strategis,  dan siklus saleh dari optimasi persediaan dibuat ketika mereka  beroperasi di konser. &lt;/span&gt;&lt;span title=""&gt;Pada tingkat taktis, target persediaan ditetapkan mingguan atau bulanan berdasarkan permintaan dan variabilitas pasokan. &lt;/span&gt;&lt;span title=""&gt;Setiap kali sistem dijalankan, itu update persediaan target berdasarkan permintaan diperbarui dan informasi pasokan. &lt;/span&gt;&lt;span title=""&gt;Jadi  tidak seperti aturan DOS praktis atau perhitungan satu tahap yang  dijalankan dalam mode off-line, sistem IO mengotomatisasi pembuatan  target persediaan pada siklus mingguan atau bulanan. &lt;/span&gt;&lt;span title=""&gt;Target  tersebut diperbarui bebas tim perencanaan untuk fokus pada hanya  benar-benar bermasalah SKU, karena sebagian besar dari SKU akan  ditangani sebagai bagian dari proses perencanaan yang normal.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Pada tingkat strategis, contoh saat ini dari solusi taktis yang segera tersedia untuk menjawab setiap pertanyaan yang muncul. &lt;/span&gt;&lt;span title=""&gt;Akibatnya,  pertanyaan strategis yang tidak dapat diatasi di masa lalu kini dapat  menjawab "gratis" karena data yang tersedia dan hasilnya dapat  diimplementasikan dalam jangka berikutnya dari solusi taktis. &lt;/span&gt;&lt;span title=""&gt;Dalam  pengalaman saya, orang sangat meremehkan frekuensi yang keputusan  strategis yang memasok persediaan terkait rantai dibuat. &lt;/span&gt;&lt;span title=""&gt;Mereka  tidak hanya dilakukan pada pengenalan produk baru, misalnya, tetapi  setiap kali produk ini diperkenalkan di setiap saluran di setiap pasar  di setiap geografi.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Apakah Optimasi Persediaan Tepat untuk Saya?&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Kebenaran yang sederhana adalah bahwa optimasi persediaan berlaku untuk semua tapi rantai pasokan sederhana. &lt;/span&gt;&lt;span title=""&gt;Tapi  apakah IO adalah sebuah inisiatif senilai mengejar tergantung pada  kepentingan relatif dari persediaan dan tingkat layanan lainnya versus  inisiatif perusahaan dapat mengejar. &lt;/span&gt;&lt;span title=""&gt;Untuk  membantu menjawab apakah optimasi persediaan bernilai mengejar, akan  sangat membantu untuk mempertimbangkan pertanyaan berikut.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Apakah Anda telah ditugaskan untuk:&lt;br /&gt;&lt;br /&gt;    &lt;/span&gt;&lt;span title=""&gt;Mengurangi persediaan total sebesar 10 persen atau lebih?&lt;br /&gt;&lt;br /&gt;    &lt;/span&gt;&lt;span title=""&gt;Menerapkan strategi penundaan?&lt;br /&gt;&lt;br /&gt;    &lt;/span&gt;&lt;span title=""&gt;Meningkatkan tingkat layanan tanpa persediaan meningkat?&lt;br /&gt;&lt;br /&gt;    &lt;/span&gt;&lt;span title=""&gt;Sesuaikan tingkat persediaan untuk mencerminkan produk-keluarga profitabilitas?&lt;br /&gt;&lt;br /&gt;    &lt;/span&gt;&lt;span title=""&gt;Peluncuran produk baru lebih sering atau biaya efektif?&lt;br /&gt;&lt;br /&gt;    &lt;/span&gt;&lt;span title=""&gt;Sumber bahan baku atau barang jadi luar negeri?&lt;br /&gt;&lt;br /&gt;    &lt;/span&gt;&lt;span title=""&gt;Mengkonsolidasikan operasi manufaktur atau distribusi?&lt;br /&gt;&lt;br /&gt;    &lt;/span&gt;&lt;span title=""&gt;Perbarui target persediaan lebih sering dari sekali setahun?&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Apakah rantai suplai anda:&lt;br /&gt;&lt;br /&gt;    &lt;/span&gt;&lt;span title=""&gt;Mengalami efek bullwhip signifikan?&lt;br /&gt;&lt;br /&gt;    &lt;/span&gt;&lt;span title=""&gt;Pengalaman musiman atau akhir kuartal push?&lt;br /&gt;&lt;br /&gt;    &lt;/span&gt;&lt;span title=""&gt;Terdiri dari lebih dari satu lokasi atau saluran?&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title=""&gt;Menjawab ya untuk semua pertanyaan ini adalah indikasi yang baik bahwa IO dapat meningkatkan kinerja rantai suplai anda.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="" title=""&gt;Dalam  waktu kurang dari s
